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	<title>Bookkeeping &#8211; Super Satelite</title>
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		<title>Is An Invoice The Same As A Bill? With Definitions And Examples</title>
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		<pubDate>Tue, 15 Mar 2022 09:18:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=15631</guid>

					<description><![CDATA[Content Recap: Invoice Vs Bill Vs Receipt Invoicing And Payment Terms Past Due Invoice Invoice Vs Receipt Whats On An Invoice? Prepare Your Business For Tax Time A receipt is a simple, official acknowledgement that an order has been filled...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Recap: Invoice Vs Bill Vs Receipt</a></li>
<li><a href="#toc-1">Invoicing And Payment Terms</a></li>
<li><a href="#toc-2">Past Due Invoice</a></li>
<li><a href="#toc-3">Invoice Vs Receipt</a></li>
<li><a href="#toc-4">Whats On An Invoice?</a></li>
<li><a href="#toc-7">Prepare Your Business For Tax Time</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_6-1-300x300.png" width="251px" alt="What is an Invoice"/></p>
<p>A receipt is a simple, official acknowledgement that an order has been filled and paid for. If you send your client a receipt, you’ll do so after you’ve already sent an invoice and been paid. Invoices are sent from the seller to the buyer to request payment, whereas purchase orders (commonly PO or PO&#8217;s) are sent from the buyer to the seller to officially confirm an order.</p>
<p>A document detailing the balance and the payment owed, issued in cases when a company short-pays the invoice or fails to pay it completely. Terms of payment – These terms describe when the seller is to receive his payment. For example “net 30 days” means that the entire payment will be transferred within 30 days of issuing the invoice. What would happen is, each month you would need a separate invoice to record the transactions for each time you ship 100 apples. The issue is that all of the shipments are really part of the same transaction. Additionally, invoices are highly recommended if you sell your products online or to foreign customers in another location. Invoiced Lite, and it’s available at invoice-generator.com.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/f7c37227f9-1-300x154.jpg" width="256px" alt="What is an Invoice"/></p>
<p>A receiptis proof of a completed sale, including payment, while a quote is typically an estimated dollar amount for an estimated amount of work or product. A quote is usually provided before any work is completed or product is sold, so the customer can decide whether or not to go through with the deal. Learn more about the differences between a quote and an invoice. If your invoice includes goods or services delivered on different dates, include when each service was completed, the hourly rate or unit price charged, and the total amount owed for each. Issuing invoices speeds up the payment process by making the buyer aware of deadlines. As a formal payment request, they can also serve as a legal document to take action against debtors to demand payment.</p>
<h2 id="toc-0">Recap: Invoice Vs Bill Vs Receipt</h2>
<p>Traditionally invoices are sent through the regular mail, and that’s certainly an option many businesses use today. Others will create and send invoices electronically via email. Invoice management is the whole process of creating, sending, and tracking invoices for products and services sold, and it deals with both accounts payable and accounts receivables. Like interim invoices, past due invoices can negatively impact a company’s cash flow. Outstanding cash and collecting past due invoices can cost a business time and money. Electronic invoices that are easy to understand help reduce the risk of overdue payments. Invoices are not legal documents on their own because there’s too much that’s left up to interpretation.</p>
<p>Some business owners may also include a special note to the customer on the invoice. Sending an invoice to the client is not where the buck stops. In fact, in some instances, this is where the actual work begins. You should ensure to follow up on payments with constant but polite reminders. Backdating can have severe implications for your business if it’s not appropriately addressed. When pressured by customers or peers, you may find it difficult to tell them that you cannot backdate the invoice. Accountants and lawyers commonly use the term “billable hours” when referring to the time they spend on a client, which is what they charge for.</p>
<p>The contemporary world has evolved the finest, most convenient, and environmentally friendly method of invoicing, which is done online using accounting and invoicing software. However, if you’re someone who doesn’t want to invest in invoicing software, in that scenario, free invoice templates and generators can help to create invoices online rapidly. We’ve listed a handful of the most basic and successful ways of creating an invoice by format. A quote provides the client with a fixed price for a project, whereas an estimate provides an estimate of the fees that will be incurred for a project, which could change. A quote is usually subject to a specific time frame, for example, many businesses will stipulate that a quote is only valid for 30 days from the day it’s issued.</p>
<h2 id="toc-1">Invoicing And Payment Terms</h2>
<p>So, other than the total amount you are owed, you must also include the exact details of the work you did and the amount you are charging the customer for each component. You should create a reference number to quickly identify the correct invoice in case you have a query.</p>
<ul>
<li>When it comes down to it, an invoice is what leads to a payment from a customer.</li>
<li>Additionally, if there are extra charges, please include them as well, so you can give your customer the complete picture of how much they owe you.</li>
<li>On its own, an invoice is not a legal document, and while invoicing is an important practice in accounting, invoices do not serve as legally binding agreements between businesses.</li>
<li>You’re not going to get paid if you don’t send an invoice.</li>
<li>Invoices appear as one of the very earliest manifestations of written records in ancient Mesopotamia.</li>
</ul>
<p>This demonstrates a commitment to a certain price, but the invoice is not yet due for payment. Pro forma invoiceProvides an estimate or quotation before goods or services are purchased. This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post.</p>
<p>Any Taxes &#8211; Any applicable taxes added which are calculated per line item. The term “invoice” gets thrown around a lot, but can be confusing at first to understand. “FOB Destination” means that the seller, in this case, will retain the risk of losses till the goods have reached the buyer. FOB is a shipment term used to show whether the seller or the buyer is liable for damaged or destroyed goods during shipping. A professional record that can be kept for future reference. The possibility of the customer referring you to their friends and potential customers.</p>
<h2 id="toc-2">Past Due Invoice</h2>
<p>It takes less than a minute to create and send an invoice to your client. In addition, payment links are automatically added to your invoices, so your customers can pay instantly and securely online.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/aa98970d-c6e3-4569-a279-f3d8d09bf0f8-300x200.jpg" width="250px" alt="What is an Invoice"/></p>
<p>Invoice number.This is an individual number assigned by the seller to distinguish this invoice from <a href="https://www.bookstime.com/articles/what-is-an-invoice">What is an Invoice</a> all others the seller sends. It’s usually present toward the top of the page, in the top section.</p>
<h2 id="toc-3">Invoice Vs Receipt</h2>
<p>There’s many different codes you can use as payment terms. However to avoid any confusion with your customers, it might be better to clearly write the date the payment is due and how to make the payment. Ultimately, it’s up to you to determine an invoice number format that works best for your business. You should also speak to your accountant to see if they have any input.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-15.png" width="255px" alt="What is an Invoice"/></p>
<p>You would not give someone a receipt before they have finished paying for clothes at Macys. Invoice &#8211; Invoices are typically sent, and always before payment has been made. In summary, this is the top to bottom order of the details on a typical Invoice Home invoice.</p>
<h2 id="toc-4">Whats On An Invoice?</h2>
<p>If your client needs to mail you a physical copy of a tax form , this will make things easier for them. Your customer needs this so they know how long they have to pay you. Depending on the template you use, it may also include a due date for payment.</p>
<p>You can send invoices to multiple customers at a time, collect payments via multiple payment gateways and automate many steps to save time. These solutions also offer enhanced data security to boost customer confidence. It’s also a robust legal document that can save your business from risks and blunders. It is important to follow a proper template and include relevant details to serve as an easy-to-access business record. An invoice serves as a legal document and must contain specific details required for its validity. These include the names of the client, the terms of payment, a description of the goods or services delivered, and the cost.</p>
<h2 id="toc-5">Final Invoice</h2>
<p>Ensure to include it in the invoice, so you won’t have to send another invoice to correct the one you sent. The most common number of days is 30 days, although it can vary depending on the type of work, the client’s expectations, and your needs. These systems will remind you to send an invoice, remind you to track the invoice, and even tell you how much is due from each client. One of the best and easiest ways is to use an invoice sample and come up with a simple process of generating, sending, and tracking invoices.</p>
<p>That’s because the costs a business incurs to produce its goods or provide its services can fluctuate over time. To invoice your clients, you should create and send an invoice as soon as you’ve completed work on a project. That way, the details of the work will be fresh in your mind and you should receive payment as quickly as possible. Make sure your invoice includes all the details your clients will need to pay you, including your business name, the invoice due date and the total amount due. An invoice is a document or bill sent by a provider of goods and services to their customer. Invoices itemize the transaction and include payment amounts and terms.</p>
<h2 id="toc-7">Prepare Your Business For Tax Time</h2>
<p>In the other states, the program is sponsored by Community Federal Savings Bank, to which we&#8217;re a service provider. ’, you&#8217;ll now have all the answers, and even the tools to show them your own example.</p>
<p>They’re proof that a business has been paid and ownership has been established for the product or service received. Invoicing and getting paid in foreign currency can add costs and lags to the payment process on both the seller&#8217;s end and on the end of the customer. It can also make it easier for customers to pay, as such software products often support several payment methods. For example, in QuickBooks, the term ‘invoice’ is used when accounts receivable is affected, e.g. for sales. The term ‘bill’ is used when accounts payable is affected, e.g. for purchases. An invoice is a document that specifies, for a particular period, any products sold or services provided to a customer.</p>
<p>There are a few financial forms that are similar to an invoice, but play different roles. Since they’re often mixed up by entrepreneurs new to invoicing, they’re worth mentioning here. Discover the 3 best ways to improve your cash flow visibility. The type of information included in a PO is very similar to what&#8217;s <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> included in an invoice . It is differentiated from shipping address , which is the address where goods or services are to be delivered. Traditionally, invoices came in paper form, either handwritten or typed, then sent by post. Access all Xero features for 30 days, then decide which plan best suits your business.</p>
<p>There are various payment terms you can set up to provide flexibility to your customers, which we’ll dive deeper into in a moment. Both receipts and invoices help mitigate the risk of verbal agreements. By outlining the details of your transactions clearly, you eliminate the chances of a he-said-she-said argument over payments.</p>
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		<title>Debit Ticket Definition &#038; Meaning</title>
		<link>https://www.supersatelite.com.br/debit-ticket-definition-meaning/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 12 Jan 2022 15:26:04 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=16236</guid>

					<description><![CDATA[Content Balancing Accounts Debit Memodefined With Examples Retailers Use Memo Post What&#8217;s A Debit Memo? Is An Invoice A Credit Or Debit? How To Fill Out And Sign A What Is Debit Memo In Bpi: The seller prepares an invoice...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Balancing Accounts</a></li>
<li><a href="#toc-1">Debit Memodefined With Examples</a></li>
<li><a href="#toc-2">Retailers Use Memo Post</a></li>
<li><a href="#toc-3">What&#8217;s A Debit Memo?</a></li>
<li><a href="#toc-4">Is An Invoice A Credit Or Debit?</a></li>
<li><a href="#toc-6">How To Fill Out And Sign A What Is Debit Memo In Bpi:</a></li>
</ul>
</div>
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" width="257px" alt="what does memo debit mean"/></p>
<p>The seller prepares an invoice for the goods to be sold to the buyer. On the seller&#8217;s books, this is a sales invoice, but on the buyer&#8217;s books, it represents a purchase invoice, since the buyer is purchasing the goods.</p>
<p>A crucial consideration is that both ledger balance and memo balance may be of the same amount. This situation could happen when there has been no activity on an account for some days and all deposits and withdrawals are settled. The purpose of these memos is to raise an ad hoc charge or credit not related to a specific invoice. The memo items refer to one-time product rate plan charges. These charges do not have to be part of any subscription. Standalone credit memos can be applied to any invoice or debit memo with a positive balance. Credit and debit memos provide a detailed justification of the amount stated on the memo.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="what does memo debit mean"/></p>
<p>Debit notes are generally used in business-to-business transactions. Such transactions often involve an extension of credit, meaning that a vendor would send a shipment of goods to a company before the goods have been paid for.</p>
<h2 id="toc-0">Balancing Accounts</h2>
<p>In other words, a bank debit memo reduces the bank account balance similar to a check drawn on the bank account. To apply for this discount, the buyer will issue the seller a debit memorandum. The debit memo notifies the seller than the buyer has received nonconforming goods, wants to keep them, and is debiting its payable account for the discounted price. When the buyer debits its accounts payable, it is reducing the amount of money that it owes the seller in the buyer’s accounting system.</p>
<p>Bank transactions are related to any fees or service charges, incremental billing is when a client was undercharged by accident, and internal offsets are for offsetting any positive balances. A debit memorandum is a notification to a customer that a debit adjustment has been made to their account, reducing the value of funds available. The direct write-off method is the easiest one to use, but in most cases it is the least desirable. Under the direct write-off method, no entry <a href="https://business-accounting.net/debit-memo-in-accounting-how-to-use-it/">what does memo debit mean</a> is made for uncollectibility until an account is determined to be worthless. At that time, an entry is made debiting Bad Debt Expense and crediting the individual customer&#8217;s account receivable. This entry, however, is usually made in the wrong year to properly match expenses and revenues. By the time we have exhausted all efforts to collect the receivable, we are often in a different year than when the sale was made, thus recording the write-off in the year following the sale.</p>
<p>The request for a debit memo can then be approved or rejected. Like a refund, a credit memo is typically tied to a specific invoice that has already been issued and the credit provided by the seller to the buyer can either be partial or for the full total amount of that invoice. Credit memo is a short form of the more formal term “credit memorandum”, which is also known as a “credit note”. The memo should explain why the invoice has to be adjusted.</p>
<h2 id="toc-1">Debit Memodefined With Examples</h2>
<p>Due to billing mistakes, customers are either undercharged or overcharged. Another example is when customers make small over-payments on their purchase. Upon checking, Company A found out that they made an error in the amount charged to Company B resulting in an underbilling of $25. Charlene Rhinehart is an expert in accounting, banking, investing, real estate, and personal finance. She is a CPA, CFE, Chair of the Illinois CPA Society Individual Tax Committee, and was recognized as one of Practice Ignition&#8217;s Top 50 women in accounting. She is the founder of Wealth Women Daily and an author.</p>
<p>What is debit memo and credit memo in Oracle Receivables? In simple word Credit Memo is used to reduce the balance due for a transaction , Debits Memo that we assign to a customer to collect additional charges like freight charges, taxes or finance charges. DEBIT MEMO In AR , Debit memo is issued to a customer to increase his liability. Both debit notes and credits notes are involved in dealing with accounts receivables and accounts payables of a company.</p>
<h2 id="toc-2">Retailers Use Memo Post</h2>
<p>Hence, it is important to understand the differences between debit notes and credit notes. When you scan the debit memos on your bank statement, you may start to notice trends that could encourage you to change your behaviors during the next statement period. Taking out a specific amount of cash helps limit your spending whereas using a debit card gives you unlimited spending ability up to your available balance.</p>
<p>If the price calculated for the customer is too high, for example, because the wrong scale prices were used or a discount was forgotten, you can create a credit memo request. The credit memo request is blocked for further processing so that it can be checked. If the request is approved, you can remove the block. The system uses the credit memo request to create a credit memo. Companies typically balance ledger accounts periodically and for a specific period, but there are no established rules about the period for which an account must be balanced. You could balance daily, weekly or whatever period you choose.</p>
<p>We have solved the issue of &#8220;how do we get contracts to and from clients as easily as possible&#8221;. Now clients don&#8217;t have to worry about printing and signing contracts and then either mailing them or scanning/emailing them.</p>
<h2 id="toc-3">What&#8217;s A Debit Memo?</h2>
<p>It can’t wait another week for any shipment to arrive. In these situations, the buyer will most often keep the damaged <a href="https://business-accounting.net/">https://business-accounting.net/</a> or incorrect inventory and ask the seller for a discount, purchase allowance, or partial refund on the order.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="what does memo debit mean"/></p>
<p>Each individual&#8217;s unique needs should be considered when deciding on chosen products. To correct this error, Company A will issue a debit memo to Company B with an explanation of the reason for the balance amount being charged.</p>
<h2 id="toc-4">Is An Invoice A Credit Or Debit?</h2>
<p>A memo invoice can be used to issue a credit, a debit, make a correction or for a sales return. You feel the amount of debit memo is in excess of the error and would like to request a reduction. According to ARC&#8217;s data, for every $577 in ticketing value, there is $1 debit memo created in 2016. This is better news compared to 2015, which had a $609 to $1 ratio.</p>
<ul>
<li>You might get a credit memo for interest earned on the account.</li>
<li>Credit notes are issued when the seller or the supplier undercharges or has delivered additional goods.</li>
<li>You may notice when looking at your bank or other financial institution account activity that memo post debits show up as transaction items.</li>
<li>Many larger companies adopt the procedure of raising a debit note for any errors on invoices.</li>
<li>Call the 800 number listed on the back of the customer&#8217;s credit card.</li>
</ul>
<p>When you post credit memos, the payment programmed processes them automatically. If the credit memo is specifically related to a particular open invoice item, the payment program automatically attempts to offset the credit memo against the open item. If it is not possible to completely offset the credit memo against an invoice, you can post a debit memo to the vendor, who is to reimburse the amount. Debit memo request is a sales document used in complaints processing to request a debit memo for a customer. If the prices calculated for the customer were too low, for example, calculated with the wrong scaled prices, you can create a debit memo request. The debit memo request can be blocked so that it can be checked.</p>
<h2 id="toc-5">Business</h2>
<p>It is compatible with major systems and advantages users by providing a fast, secure and effective eSigning experience without having leaving your Google window. SignNow developed a wide variety of convenient tools to manage your templates. Users can easily upload documents to personal accounts and require others to add electronic signatures where it’s needed. Every change in the file is followed by e-mail notification. A person receiving a signing request is able to put the initials there without a subscription.</p>
<p>Structured Query Language is a specialized programming language designed for interacting with a database&#8230;. Credit memos must be compliant with any and all relevant tax requirements. Hearst Newspapers participates in various affiliate marketing programs, which means we may get paid commissions on editorially chosen products purchased through our links to retailer sites. Make sure to reference the original invoice when issuing a memo. Easy to use interface, ability to request signatures in multiple steps, possibility to populate templates from external applications with the help of Zapier integration.</p>
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		<title>What Is Trade Payables? Definition Of Trade Payables Black&#8217;s Law Dictionary</title>
		<link>https://www.supersatelite.com.br/what-is-trade-payables-definition-of-trade/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 11 Jan 2022 22:20:36 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=16170</guid>

					<description><![CDATA[Content Presentation Of Trade Payables What Is Accounts Payable Vs Accounts Receivable? Accounting Best Account Payable Books Of All Time Federal Government; Trade Payables; Liability, Level Fgtaplq027s Download What Are Trade Receivables And Trade Payables? Accounting For Trade Payables This...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Presentation Of Trade Payables</a></li>
<li><a href="#toc-1">What Is Accounts Payable Vs  Accounts Receivable?</a></li>
<li><a href="#toc-2">Accounting</a></li>
<li><a href="#toc-3">Best Account Payable Books Of All Time</a></li>
<li><a href="#toc-4">Federal Government; Trade Payables; Liability, Level Fgtaplq027s       Download</a></li>
<li><a href="#toc-5">What Are Trade Receivables And Trade Payables?</a></li>
<li><a href="#toc-6">Accounting For Trade Payables</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="what are trade payables"/></p>
<p>This is a cash conversion cycle, or a period of time during which the supplier has already paid for raw materials but hasn&#8217;t been paid in return by the final customer. Additionally, internal controls and audits are required to ensure safety and security among your organization. Having internal controls helps mitigate risk by creating a system of checks and balances within your AP department–systems that monitor the data entry controls, payment entry controls, and obligation to pay controls. Each of these internal controls are in place to keep your payments safe and avoid human error within your organization. A trade credit con or disadvantage for buyers is taking the risk of spending before having available cash to pay for their purchases.</p>
<p>Amounts listed in the current column will need paying sometime in the near future — possibly 30 or 60 days. The accounts payable aging schedule is an important tool for keeping track of your payables on a monthly or weekly basis. Without payables and trade credit you&#8217;d have to pay for all goods and services at the time you purchase them. Since the mid-1967s companies have begun to establish data links between their trading partners to transfer documents, such as invoices and purchase orders. Inspired by the idea of a paperless office and more reliable transfer of data, they developed the first EDI systems.</p>
<h2 id="toc-0">Presentation Of Trade Payables</h2>
<p>Should any of the goods or services listed above be purchased on credit by your organization, it is important to immediately record the amount to AP. This will ensure your balance sheet is kept up-to-date and accurately reports on the total amount owed to your vendors, enabling transparency in your book keeping efforts and accounting process. An accounts payable invoice is a request for payment sent from a supplier to the accounts payable department. These invoices are generally outstanding amounts for particular goods or services purchased. Trade credit accounting records sales or services revenue as a credit and accounts receivable as a debit. When cash is received for invoices collected by the selling vendor, accounts receivable are reduced by the amount of cash received, and cash is debited instead.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="what are trade payables"/></p>
<p>Other short-term payables could be accrued expenses, taxes payable or accrued wages. Trade Payablemeans any account payable owed by the Borrower to vendors for the purchase of Inventory, <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> including checks held and Inventory received but not yet invoiced. Traditional trade payable systems usually consist of individual relationships between suppliers and companies.</p>
<h2 id="toc-1">What Is Accounts Payable Vs  Accounts Receivable?</h2>
<p>Bills Receivable (B/R) is a bill of exchange accepted by a debtor or is received in way of an endorsement from them. The amount which is due to be received on a specific date is mentioned in the bill. Place orders from one cart and approved catalog automatically across every vendor.</p>
<p>However as the amount of credit purchase is usually not separately available in the income statement so in that case total purchases could be used. Sometimes, a written bill of exchange is accepted by the business stating the amount to be paid to the creditor which is generally known as Bills Payable (B/P). In Bills Payable, the amount which is due has to be paid by the company to the creditor on a specific date as mentioned in the bill. Also, trade payables are seen as a liability of the company and are recorded at the liabilities side of the balance sheet. A trade payable is an accounting term that represents the money a company owes a specific supplier for inventory related goods. It is standard practice for companies to purchase inventory or inventory related materials from external suppliers or vendors. When a company chooses to pay their suppliers using a trade payable system, they receive their inventory and materials first and pay the suppliers at a later time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="what are trade payables"/></p>
<p>Because of its own interests, the bank will assess the company’s financial performance, i.e., the current and quick ratio. When supplying the goods or services to the purchasing company, vendors will agree with them about certain terms and conditions before the supply of goods or services. One significant difference between the two is that you usually enter trades payable into the accounting system through a special module that automatically generates the required accounting entries. On the other hand, you typically enter non-trades payable into the system using a journal entry. During the year ended March 31, 2018, the Company received guaranty fee of $709 pursuant to a reverse repurchase agreement.</p>
<h2 id="toc-2">Accounting</h2>
<p>As well as referring to trade receivables, the term ‘accounts receivable’ is also used to mean the team within the organization which is responsible for collecting payments from customers. Occasionally, a vendor might offer 60- or 90-day terms depending on the type of industry. An efficient company may have small to specific large balances of trade payables. When a company does operations, they will need money for their daily operations such as purchasing inventory, paying salaries to employees, everyday usual expenses, etc.</p>
<p>Accounts payable is an accounting term used to describe the money owed to vendors or suppliers for goods or services purchased on credit. Accounts payable is money owed by a business to its suppliers shown as a liability on a company&#8217;s balance sheet. It is distinct from notes payable liabilities, which are debts created by formal legal instrument documents. An accounts payable department&#8217;s main responsibility is to process and review transactions between the company and its suppliers and to make sure that all outstanding invoices from their suppliers are approved, processed, and paid. Processing an invoice includes recording important data from the invoice and inputting it into the company&#8217;s financial, or bookkeeping, system. After this is accomplished, the invoices must go through the company&#8217;s respective business process in order to be paid.</p>
<p>This process involves invoice capture, validation, payment, and recording the payment in the company’s ERP or accounting system. The analysis of trade payables helps in estimating the outstanding amount that has to be paid to the creditors within the stipulated time period.</p>
<p>Besides the basic understanding of buyers now having more access to money and are eagerly chasing down early payment discounts, what are the other issues and concerns that are driving buyers away from the factoring industry. Where a supplier offers a cash discount for prompt payment, the benefits of delaying payment must be weighted against the discounts foregone. Intercompany Payables means all account, note or loan payables and all advances or any other extensions of credit that are payable by Seller or any of its Affiliates to the Bank or the Transferred Subsidiaries. Trade Payablemeans all lienable trade or other payables or obligations incurred by Borrower in connection with the acquisition or development of or construction of Real Estate. We offer various incorporation packages to get your business up and running.</p>
<h2 id="toc-3">Best Account Payable Books Of All Time</h2>
<p>When a company sells goods on credit, it has to pay for raw materials weeks or even months before receiving payment for the sale from its customers. This can lead to cash flow constraints and make it difficult to fulfil customer orders or invest in business growth and research and development (R&#038;D). As such, companies may choose to finance their trade receivables – in other words, seek early payment in exchange for a discount.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="what are trade payables"/></p>
<p>Managing invoices accurately and promptly is almost an art, and it’s the key to maintaining good vendor relationships. The Order Blog is the go-to resource for finance and operations professionals who want to grow their business. The deadline to report contributions made in 2021 to a SEP or SIMPLE IRA is May 31, 2022. This includes contributions made in 2021 for 2020, but not those made in 2022 for 2021, which is inconsistent with how IRA regular contributions are reported.</p>
<p>You could also say that each day in the average payable period provides Widget Manufacturing with free financing. Be sure to compute the average daily purchases on account correctly using the number of days actually reflected in the purchases on account figure. For example, use 30 if one month&#8217;s accounts payable information is used. This measurement gauges the relationship between your trade credit and your cash flow. A longer average payable period allows you to maximize your trade credit.</p>
<h2 id="toc-4">Federal Government; Trade Payables; Liability, Level Fgtaplq027s       Download</h2>
<p>When evaluating trade payable terms, a company should consider whether it obtained additional rights that are atypical, relative to industry standard terms and the company’s other payables. Additionally, it should consider if it made commitments to the vendor that are not typical of a trade payable. Either could require the obligation to be classified as short-term bank debt.</p>
<p>Each responsibility of the accounts payable team helps to improve the payment process and ensure payments are only made on legitimate and accurate bills and invoices. A knowledgeable and well-managed accounts payable department can save your organization considerable amounts of time and money with regard to the AP process. Trade credit services are outsourced services, including accounts receivable collection of domestic and international trade sales invoices. Trade credit services may include helping companies with letters of credit documents needed for export sales transactions in trade finance.</p>
<ul>
<li>Estimates from 2009 suggested that more than a billion business-to-business invoices were being processed each week, and 97% of these were still processed manually.</li>
<li>In addition to trade receivables, current assets also include items such as cash, cash equivalents, stock inventory and pre-paid liabilities.</li>
<li>Trade receivables consist of Debtors and Bills Receivables.Trade receivables arise due to credit sales.</li>
<li>This system may also be used during times in which a company wants to avoid accruing a traditional bank loan, company closure or an unwanted acquisition.</li>
<li>Trade payables refers to the money owed to vendors for inventory, such as business materials, supplies, etc.</li>
<li>Trade payables comprise of Creditors and Bills Payables.Trade payables arise due to credit purchases.</li>
</ul>
<p>Manual AP process may also increase a company’s risk for AP fraud or business email compromise . For these reasons, it is important to have a team or accounts payable system that is up-to-date and well-run to ensure that your organization is not missing out on opportunities or reporting inaccurate financials. Trade credit improves a buyer’s cash flow and liquidity because they have some time to complete their own cash conversion cycle instead of immediately using up their credit card balances and reaching their credit limits. Of course, they still need to be qualified to receive trade credit rather than COD payment terms. A trade credit con or disadvantage is that sellers don’t receive the cash as quickly from customers when they invoice buyers for payment using trade credit. As a result, the sellers may need to borrow against their line of credit and incur interest expense to access cash, and sellers assume the trade credit risk of non-payment. Take advantage of early payment discounts offered by vital suppliers or extend payment terms.</p>
<p>Yes, you can track trade payables using an Excel spreadsheet for your small business. However, using financial management software or accounting software is advisable to help reduce human error. Using automated systems may also help keep your small business organized in case your records become subject <a href="https://simple-accounting.org/what-are-trade-payables-definition-and-explanation/">what are trade payables</a> to an external audit. A company&#8217;s short-term liquidity represents its ability to convert assets to actual funds in a short amount of time. When companies increase their trade payable accounts, they temporarily increase their cash balances, which results in an increase in short-term liquidity.</p>
<p>This mishap can be avoided through careful accounting and diligent record-keeping. Using budgeting software or other computer programs can help organize this process and ensure smooth transactions and functional relationships with suppliers and vendors. Debtors are people or entities to whom goods have been sold or services have been provided on credit and payment is yet to be received for that. When its relevant department receives the invoice, they must record trade payables or the proceeds payable to the vendor. The entire disclosure for accounts payable and accrued liabilities at the end of the reporting period.</p>
<h2 id="toc-6">Accounting For Trade Payables</h2>
<p>Supplier Financing—or Reverse Factoring—would be the potential solution in this example. Corporate Z would team up with a bank, “Bank C” whereby Supplier A’s invoices are transferred to the bank who settles them after 30 days as normal and, in turn, the bank claims the cash back from Corporate Z after 60 days. After a few small fees are negotiated, Corporate Z has managed its working capital cash flows, Supplier A gets paid as normal, and the Bank generates fees commensurate with 30-day lending—everyone emerges a winner.</p>
<p>The three-way match can slow down the payment process, so the method may be modified. For example, three-way matching may be limited solely to large-value invoices, or the matching is automatically approved if the received quantity is within a certain percentage of the amount authorized in the purchase order.</p>
<p>Buyers have more incentive to participate in the action as they are learning that some suppliers are needing faster payments. They now see it as a profit center when they realize suppliers are willing to give up a discount through either setting up an account with a factoring company or offer 2% or 3 % off for early payment from the buyer.</p>
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		<pubDate>Thu, 28 Oct 2021 06:39:51 +0000</pubDate>
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</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="runpower adp"/></p>
<p>But ultimately, Kikuchi&#8217;s pitch mix is not strong enough to overcome hi lack of command, and considering how high his home run rate was in Seattle, it&#8217;s unlikely things will improve in Toronto. Maybe there&#8217;s a step forward but, again, it&#8217;s largely wishful thinking at this point. If the Mondesi train gets going, he could win you your fantasy league. It’s challenging to know when to take Mondesi, as he has the potential for 70 stolen bases if healthy. He’s played north of 100 games just once since he debuted in 2016.</p>
<p>Both guys turned around their average and finally found the use of their long-awaited power. Here are the differences between O’Neill’s first three years of his career and last year. He’s going to be over-rated and this year will likely be the best of his career. You mention the K rate being only 21% but look at his O-Swing % and swing strike %. He also hits a lot of popups which are almost as invaluable as a stikeout. I’m expecting a regression back to about .260 average and HRs next year which is fine but pretty meh in this era. Our new weaver of dreams has put together a stretch of outings that rival recent production of the league’s elite arms.</p>
<p>The good news is that during the first month of the season, he looked like his normal self. In 2019, Meadows broke out with 33 home runs, 83 runs, 89 RBI, and 12 steals with a .291 batting average. Then in 2020, Meadows struggled with four home runs, 19 runs, 13 RBI, and two steals with a .205 batting average likely due to COVID-19 and an oblique strain.</p>
<h2 id="toc-0">Join The Nearly 800,000 Small Business Clients Who Count On Adp For Faster, Smarter, Easier Payroll And Hr</h2>
<p>According to the BAT X, d&#8217;Arnaud projects for 18 home runs, 57 runs, 61 RBI, and one steal with a .261 batting average. I&#8217;ll happily target d&#8217;Arnaud as my first catcher and he projects as a cheap alternative to Will Smith. In the case of ESPN fantasy baseball, one of the most popular platforms out there, many of their rankings are geared towards points leagues. This is a bit different than the other big platforms like Yahoo or Fantrax, as ESPN puts a large focus on their points leagues because they are a bit easier for newcomers and casual players to understand. This relaxes the need for steals and saves, where there is no need to fill those specific categories.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="runpower adp"/></p>
<p>So if you do not get one of the top-end players, do not be afraid to wait for Cron. The Dodgers are masters of platooning players to get the most out of each lineup. Joc Pederson is one of those players that has historically been in a platoon. Last season, he saw only 50 plate appearances against left-handed pitching.</p>
<h2 id="toc-1">Joc Pederson, Of, Los Angeles Dodgers  Nfbc Adp:</h2>
<p>Cron certainly possesses 20 home run power and if everything broke in the right direction, he&#8217;d drive in 80 for the Angels. Beyond the usual 1B-type numbers, Cron actually is threat to hit .280. All this makes him a very good bench selection in 12-team leagues. Well, his major-league numbers won’t blow you away, but he did have an inexplicable 0-for-19 start to his career.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px" alt="runpower adp"/></p>
<p>Nunez is also a sneaky source for RBI, having 90 last season. At his current ADP, it would be really hard for him not to return positive value, especially if you need home runs late in drafts.</p>
<h2 id="toc-2">Latest Video</h2>
<p>Although A.J. Pollock carries injury risk, when healthy, Pollock produces. Sure, he&#8217;s aging, but he provides some 20 home run power and double-digit steal potential. According to the BAT X projection systems, <a href="https://adprun.net/">https://adprun.net/</a> Pollock projects for similar numbers to Austin Meadows who goes much earlier in drafts. Pollock is a solid hitter with a high Z-Contact% of 92% with a decent 19.6% line drive rate across his career.</p>
<ul>
<li>Buy in if you need power late and can absorb the damage he may cause in batting average.</li>
<li>Yes, because a $5 increase in supply cost equals out to a $100 increase on the consumer end.</li>
<li>Now no two hand injuries are the same, sometimes it’s grip, sometimes it’s whip.</li>
<li>You may not want Jackson as your starter, but you could certainly look to him as a bench player or utility option based on how he has improved his average.</li>
<li>If he does that again, he can probably approach 20 homers for a second straight season, but considering his mediocre sprint speed , it would be surprising if he reached 20 steals.</li>
</ul>
<p>Spencer Torkelson smashed his way to the majors after an excellent season over three levels of the minors (.267 with 89 runs, 30 home runs and 91 RBI over 431 at-bats) in 2021. I expect him to be in the starting lineup for the Tigers on opening day. Torkelson has a favorable ADP (249.1) and I expect him to outperform his price point in a big way this year. 131Yusei Kikuchi (TOR &#8211; SP) 136.0 +5.0Kikuchi&#8217;s MLB career has been underwhelming thus far, as he&#8217;s clocked in with nearly a 5.00 ERA and 1.40 WHIP. He does have decent raw stuff &#8211; both his cutter and slider can be borderline dominant when he&#8217;s on and his fastball can be successful when he gets that little extra bit of velocity, like he showed early last year.</p>
<h2 id="toc-3">Guideline Now Integrated With Run Powered By Adp®</h2>
<p>He will continue to mash homers and drive in runs, but yes, he fits the mold of a guy that will hurt your team&#8217;s batting average with a career 29.5% K%. This isn&#8217;t to the extreme that Gallo is though, as his quality of contact (more line-drives, fewer pop-outs) keeps his BABIP on the higher range. He hit .254 last year and has a career mark of .260, which is actually right around the league average. Reyes is a really nice value after pick 100 provided you can handle the positional eligibility. He&#8217;ll have significantly more help this year in the Texas lineup with the additions of Corey Seager, Mitch Garver, and Marcus Semien, so he can likely top the 147 combined runs and RBI he finished with last year. And if his above average exit velocity and hard hit rate can manifest itself into more power, it could be a big year for Lowe.</p>
<ul>
<li>Wherever you place the blame, Bregman just hasn’t been the same.</li>
<li>Correa is a free agent, so his landing spot will have a major bearing on his value.</li>
<li>Although A.J. Pollock carries injury risk, when healthy, Pollock produces.</li>
<li>Pass on Nolan Arenado for similar or better production with Eugenio Suarez.</li>
<li>After that the next logical step is probably to make the leap to defining a new case and motherboard layout with dedicated cooling chambers for the CPU and GPU.</li>
<li>But over time, it will result in higher efficiency PSUs at relatively lower prices, and cheaper units are likely to be better overall.</li>
</ul>
<p>The Rockies signed Cron to a minor league contract as a non-roster invite. We know Coors Field boosts hitter production since they rank 1st in wOBA, 1st in batting average, 7th in home runs, and 1st in BABIP according to EV Analytics Park Factors.</p>
<h2 id="toc-4">Advanced Scoring Weights For Fantasy Baseball 2022</h2>
<p>The 24-year-old was a former consensus top-30 prospect and he feels like a forgotten name in draft prep going into his first full season as a big leaguer. In 2021, he showed signs of promise during his debut while playing with a wrist injury, and subsequently needed wrist surgery that ended his season in July.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="runpower adp"/></p>
<p>Nearly 800,000 small business clients trust ADP® to deliver a better payroll experience. Our small business expertise and easy-to-use tools simplify payroll and HR, so you can stay focused on the work that matters most. Whether you need quick answers from our Help Desk or full-on HR support, with ADP you&#8217;ll have access to our tools, and our expertise, to help grow the team of your dreams. Includes ADP’s latest HR tools such as live HR support, employee handbook wizard, proactive compliance alerts, HR guidance and forms, and a job description wizard.</p>
<p>Not only are the Orioles striking out at an alarming rate, but they aren’t mashing the ball when they do make contact. That&#8217;s the cheapest SATA backplane case I&#8217;ve seen &#8211; likely because it&#8217;s not a hot swap system. Vladimir Guerrero moved to stud status after his monster breakthrough year in 2021.</p>
<h2 id="toc-5">Sports</h2>
<p>He&#8217;s not going to provide power, but he certainly adds an element of speed that is normally long gone by the latter rounds of a draft. Also, It is important to note that Davis’ correlation between exit velocity and launch angle. According to a study that Fangraphs did, the most home runs are hit between the launch angle of 25 and 30 degrees. In 2018, Davis had 48 batted balls between 25 and 30 degrees that had an average exit velocity of 93.3 mph. Of Davis’ 34 batted balls between 20 and 25 degrees of launch only four of those turned into home runs, despite averaging 95.4 mph of exit velocity on those hits.</p>
<p>27Eloy Jimenez (CWS &#8211; DH,LF) 29.0 +2.0Give the ascending slugger a mulligan for an ill-fated 2021 season. <a href="https://adprun.net/8-top-payroll-processing-services-for-small/">runpower adp</a> Jimenez ruptured a pectoral tendon in a spring training game and didn&#8217;t come back until July 26.</p>
<p>Similar to Max Kepler, Meadows uses the pull-heavy (43.7%) fly ball (43%) approach, which likely boosts his power. However, Meadows does rock a healthy 22.3% line drive rate in his career. I love the 67 ADP for Torres as a four-category contributor that chips in some steals. However, keep DeJong in mind if you miss out on the early shortstop tier. The BAT X projects a fair .243 batting average for DeJong with 26 home runs, 78 runs, 83 RBI, and five steals. Meanwhile, according to the BAT X, Torres projects for 29 home runs, 86 runs, 85 RBI, and six steals with a .266 batting average. Keep in mind, as with any cheap alternative, we&#8217;ll have some drawbacks with the later options.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>What Is the Accounting Equation Formula?</title>
		<link>https://www.supersatelite.com.br/what-is-the-accounting-equation-formula/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 23 Sep 2021 14:50:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=19813</guid>

					<description><![CDATA[Content Which of these not include as a separate item in the basic accounting equation? Shareholders Equity in the Accounting Equation Solved The Accounting Equation States Assets Basic Accounting Equation Accounting Equation Answer and Explanation: 1 Written by a verified...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Which of these not include as a separate item in the basic accounting equation?</a></li>
<li><a href="#toc-1">Shareholders Equity in the Accounting Equation</a></li>
<li><a href="#toc-2">Solved The Accounting Equation States Assets</a></li>
<li><a href="#toc-3">Basic Accounting Equation</a></li>
<li><a href="#toc-4">Accounting Equation</a></li>
<li><a href="#toc-6">Answer and Explanation:		1													Written by a verified business expert</a></li>
</ul>
</div>
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" width="257px" alt="the fundamental accounting equation states that assets equal __________."/></p>
<p>For example, you debit the purchase of a new computer by entering it on the left side of your asset account. To show how the debit and credit process works within IU’s general ledger, the following image was pulled from the IUIE database. Employees who are responsible for their entity’s accounting activities will see a file such as the one below on more of a day-to-day basis. This general ledger example shows a journal entry being made for the payment of postage within the Academic Support responsibility center . Accrual basis accounting. In most cases, GAAP requires the use of accrual basis accounting rather than cash basis accounting. Under cash basis accounting, revenues are recognized only when the company receives cash or its equivalent, and expenses are recognized only when the company pays with cash or its equivalent.</p>
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<h3>Is capital equal to assets?</h3>
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<p>Capital = Assets &#x2013; Liabilities</p>
<p> In the case of a limited liability company, capital would be referred to as &apos;Equity&apos;. Capital essentially represents how much the owners have invested into the business along with any accumulated retained profits or losses.</br></br></p>
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<p>P. Larsen to pay personal expenses. We analyze transactions using the concepts of double-entry accounting. This analysis is performed by determining a transaction’s effects on accounts. These effects are recorded in journals and posted to  accounts in the ledger.</p>
<h2 id="toc-0">Which of these not include as a separate item in the basic accounting equation?</h2>
<p>Gains are recorded when realized. Going concern principle.</p>
<p>When you record debits and credits, make two or more entries for every transaction. This is considered double-entry bookkeeping. Relevance, reliability, and consistency. To be useful, financial information must be relevant, reliable, and prepared in a consistent manner.</p>
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<h3>What is the normal balance of assets?</h3>
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<p>The normal balance for asset and expense accounts is the debit side, while for income, equity, and liability accounts it is the credit side. An account&apos;s assigned normal balance is on the side where increases go because the increases in any account are usually greater than the decreases.</p>
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<p>It is included on a balance sheet when one firm acquires another and pays more for it than the value of its tangible assets. The Statement of cash flows provides a summary of money coming into and out of the firm that tracks a company’s cash receipts and cash payments. The six-step procedure called the ___________________ results in the preparation and analysis of the major financial statements. A company’s ____________________is the value of what is received from goods sold, services rendered and other financial sources.</p>
<h2 id="toc-1">Shareholders Equity in the Accounting Equation</h2>
<p>Journal entries often use the language of debits and credits . A debit refers to an increase in an asset or a decrease in a liability or shareholders’ equity. A credit in contrast refers to a decrease in an asset or an increase in a liability or shareholders’ equity. If a business buys raw materials and pays in cash, it will result in an increase in the company&#8217;s inventory while reducing cash capital . Because there are two or more accounts affected by every transaction carried out by a company, the accounting system is referred to as double-entry accounting.</p>
<p>Records include all transactions. A record containing all accounts used by a business. A column in journals where individual account numbers are entered when entries are posted to the ledger. A column in ledgers where journal page numbers are entered when entries are posted. An unconditional written promise to pay a definite sum of money on demand or on a defined future date; also called note receivable. A list of all accounts used by a company; includes the identification number assigned to each account. Journalize the following transactions and post to the accounts that follow.</p>
<ul>
<li>The reason why the accounting equation is so important is that it is alwaystrue &#8211; and it forms the basis for all accounting transactions in a double entry system.</li>
<li>____________ Joan Perez has finished analyzing and categorizing original documents, and is getting ready for the next step in the accounting cycle, which will be this activity.</li>
<li>Thus, the accounting equation is an essential step in determining company profitability.</li>
<li>Suppose a store orders five hundred compact discs from a wholesaler in March, receives them in April, and pays for them in May.</li>
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<p>The asset Accounts Receivable will decrease. However, the asset Cash will increase. Therefore, the total amount  of assets will not change. The asset Cash will increase. However, the asset Accounts Receivable will decrease.</p>
<h2 id="toc-2">Solved The Accounting Equation States Assets</h2>
<p>Net sales refer to sales minus returns, discounts, and allowances. “in accordance with GAAP” , users know the information is reported according to standards agreed on by accounting professionals. Financial accounting differs from managerial accounting because the information and analyses are for people outside the organization. ____ Retained earnings are accumulated earnings from the firms <a href="http://www.orthodox.org.ua/node/3923">http://www.orthodox.org.ua/node/3923</a> profitable operations that were kept in the business. _____ Trial balances are derived from information contained in ledgers. _____ The primary users of government accounting information are individuals and groups that want to ensure that the government is fulfilling its obligations. _____ Understanding accounting is primarily important only if you are planning on working in the field.</p>
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" width="259px" alt="the fundamental accounting equation states that assets equal __________."/></p>
<p>You may have made a journal entry where the debits do not match the credits. This should be impossible if you are using accounting software, but is entirely possible if you are recording accounting transactions manually.</p>
<h2 id="toc-3">Basic Accounting Equation</h2>
<p>The sale of ABC&#8217;s inventory also creates a sale and offsetting receivable. This increases the receivables account by $6,000 and increases the income account by $6,000. Owner contributions and income result in an increase in capital, whereas withdrawals and expenses cause capital to decrease. Unearned revenue from the money you have yet to receive for services or products that you have not yet delivered is considered a liability.</p>
<ul>
<li>This analysis is performed by determining a transaction’s effects on accounts.</li>
<li>However, the asset Accounts Receivable will decrease.</li>
<li>In other words, this equation allows businesses to determine revenue as well as prepare a statement of retained earnings.</li>
<li>The company repays the bank that had lent money to the company.</li>
<li>Describe the three categories of assets on a balance sheet.</li>
<li>The monetary unit assumption means that money is the common denominator of economic activity and provides an appropriate basis for accounting measurement and analysis.</li>
</ul>
<p>Assets represent the valuable resources controlled by the company, while liabilities represent its obligations. Both liabilities and shareholders&#8217; equity represent how the assets of a company are financed. If it&#8217;s financed through debt, it&#8217;ll show as a liability, but if it&#8217;s financed through issuing equity shares to investors, it&#8217;ll show in shareholders&#8217; equity.</p>
<h2 id="toc-4">Accounting Equation</h2>
<p>Record the transactions directly in the T-accounts that follow. Use the transaction letters to identify the amounts in the accounts. LO 3.1Also known as the historical cost principle, ________ states that everything the company owns or controls must be recorded at their value at the date of acquisition. Expenses paid by a business decrease Cash and capital .</p>
<p>Owner&#8217;s (Stockholders&#8217;) Equity is not involved in this transaction. Owner&#8217;s (Stockholders&#8217;) Equity will be reduced when the supplies are used. The owner withdraws cash from the business for personal use.</p>
<h2 id="toc-5">Let&#8217;s add transaction #3:</h2>
<p>A company&#8217;s liabilities include every debt it has incurred. These may include loans, accounts payable,  mortgages, deferred revenues, bond issues, warranties, and accrued expenses.</p>
<ul>
<li>The periodicity assumption implies that a company can divide its economic activities into artificial time periods.</li>
<li>Reporting the entire expense during the year of purchase might make the company seem unprofitable that year and unreasonably profitable in subsequent years.</li>
<li>____________ Jim Hopson has his own small accounting firm.</li>
<li>The difference between the increases and decreases recorded in an account.</li>
<li>Transactions and events are the starting points in the accounting cycle.</li>
</ul>
<p>The personal assets of the owners or shareholders are not considered while recording and reporting the assets of the business entity. For example, when making a transaction at a bank, a user depositing a $100 check would be crediting, or increasing, the balance in the account. But for accounting purposes, this would be considered a debit. While the two might seem opposite, they are quite similar. Revenue recognition principle. Revenue is earned and recognized upon product delivery or service completion, without regard to the timing of cash flow.</p>
<h2 id="toc-6">Answer and Explanation:		1													Written by a verified business expert</h2>
<p>The basic assumptions and principles presented on the next several pages are considered GAAP and apply to most financial statements. In addition to these concepts, there are other, more technical standards accountants must follow when preparing financial statements. Some of these are discussed later in this book, but other are left for more advanced study. Accountants use generally accepted accounting principles to guide them in recording and reporting financial information.</p>
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" width="251px" alt="the fundamental accounting equation states that assets equal __________."/></p>
<p>Shareholders&#8217; equity is the total value of the company expressed in dollars. Put another way, it is the amount that would remain if the company liquidated all of its assets and paid off all of its debts. The remainder is the shareholders&#8217; equity, which would be returned to them.</p>
<p>For this job Hector not only examines the financial health of a company but looks into organizational efficiencies and effectiveness. ____________ Bob Glenn is majoring in accounting, but plans to specialize in this area, as he enjoys preparing budgets and checking to determine if costs for departments are within the budget. Bob also feels that with growing emphasis on global competition, outsourcing , and organizational cost cutting the job market for this area of accounting may be very strong. ____________ Jim Hopson has his own small accounting firm. He provides business assistance to his clients in a number of ways. Most recently he helped a small business by designing an accounting system for the firm, and helped them select the correct software to use to get them started. ____________ Markus Larsen works for a mid-sized, publicly held company.</p>
<p>For example, from a legal point of view, a body corporate is a separate entity, and the sole trader and his business are regarded as the same thing. The assumption of the separate entity applies to all forms of business organizations. Free access to premium services like Tuneln, Mubi and more. Nature and purpose of accounting I still love her . Review all the Normal Balances standard listed within the document to gain pertinent knowledge of accounting at IU. After reviewing, if users have questions, reach out to the campus office or the Accounting and Reporting Services team at</p>
<p>In the latter case, the only way to correct the issue is to review all entries made to date, to find the unbalanced entry. A company pays for <a href="https://www.yourfreepoll.com/trocdkjisp.html">basic accounting equation</a> assets by either incurring liabilities or by obtaining funding from investors (which is the Shareholders&#8217; Equity part of the equation).</p>
<p>However, this will not reduce the corporation&#8217;s net income. Every transaction will affect two or more accounts.</p>
<p>Although the balance sheet always balances out, the accounting equation can&#8217;t tell investors how well a company is performing. Revenue is the value of what is received for goods sold, services rendered, and other financial sources. Most revenue comes from sales, but there could be other sources of revenue such as rents received, money paid to the firm for use of its patents, interest earned, and so forth.</p>
<p>____ Computerized accounting systems assist in making financial information readily available whenever the organization needs it. _____ An annual report is a yearly statement of the financial condition, progress and expectations of the firm. _____ Financial accounting is used to provide information and analyses to managers within the firm to assist in decision making. Cost of goods sold divided by average inventory.</p>
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		<title>Online Accounting Software</title>
		<link>https://www.supersatelite.com.br/online-accounting-software/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 14 Sep 2021 15:26:36 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=7056</guid>

					<description><![CDATA[Content Xero Features Both Xero And The Ordway Platform Are Designed From The Ground Up To Manage Your Multi Free Tools Inventory Save Time With Bulk Imports Xero Company They offered links to resources, clearly answered our questions, and encouraged...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Xero Features</a></li>
<li><a href="#toc-1">Both Xero And The Ordway Platform Are Designed From The Ground Up To Manage Your Multi</a></li>
<li><a href="#toc-2">Free Tools</a></li>
<li><a href="#toc-3">Inventory</a></li>
<li><a href="#toc-4">Save Time With Bulk Imports</a></li>
<li><a href="#toc-6">Xero Company</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px%" alt="BooksTime"/></p>
<p>They offered links to resources, clearly answered our questions, and encouraged us to take the software for a test drive. There are no outbound phone numbers listed on the site, but the company does respond promptly to its sales email. Once you get in contact with a representative over email, you can set up a time to chat. In addition to its timesaving features, Xero has an impressive selection of tools that help you manage your finances and run your business. There are so many tasks involved with the day-to-day operation of a business, including the importance of accurate, reliable accounting and bookkeeping.</p>
<p>BigTime is a comprehensive cloud-based billing software designed to help businesses of all scales streamline their billing cycles, organize tasks, and track the time of each activity. The platform accommodates various bill rates, which you can assign to staff, tasks, and labor codes. It also lets you prepare invoices with its customizable invoice templates and allows you to assign and monitor tasks, with the duration of each duly tracked.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px%" alt="BooksTime"/></p>
<p>Plus keep track of costs and profitability with project and job tracker software. Send queries, store documents and manage all of your workpapers in the cloud. Stay connected with clients, work faster, and improve your workflow. Xero HQ provides a central hub for all your client and practice data, activities and reporting.</p>
<h2 id="toc-0">Xero Features</h2>
<p>Strong reporting, customizable invoices, inventory capabilities, and multiple currencies. We are looking for an accredited service provider for BooksTime software + approval maxs in Uganda urgently for installation, support and training. Business owners with multiple companies will have to purchase a separate subscription for each business. Xero’s primary market is the US , the UK, New Zealand, and Australia, but the software is available in over 180 countries. There is also a BooksTime app for Android (Android 5.0+) and Apple products (iOS 12.0+) and separate mobile apps for Xero Expenses and Xero Projects. You may be wondering why you need support when you have a handle on everything yourself.</p>
<p>Learn how to connect your Xero account and pull your financial data in ClicData&#8217;s data warehouse. The offering comes at a time when business’ appetites for strong data insights are <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> renewed, following the difficult pandemic year. Automate your CIS Calculations &#8211; Xero calculates the right amount of CIS deductions on your invoices the moment you create them.</p>
<ul>
<li>You can also invite an additional user and set limits to their access.</li>
<li>Veeqo is similar to BigCommerce, but focuses explicitly on inventory and shipping management for e-commerce.</li>
<li>Descriptions and prices are entered for you, so you’ll avoid typos and keep quotes and invoices consistent.</li>
<li>If you have not hired the services of a bookkeeper, do not worry, as you can count on the assistance of the vendor’s certified advisors.</li>
<li>You can pay it using Visa or Mastercard debit or credit cards, or by direct debit.</li>
</ul>
<p>See an integrated view of your business financials, including your Wells Fargo accounts, sales, and money owed to you. Simply connect Wells Fargo Business Online to Xero to get things done. Running your business from anywhere with confidence is easy with this small business app . Choose when and where you do your tax accounting and stay connected to your small business on the go.</p>
<h2 id="toc-1">Both Xero And The Ordway Platform Are Designed From The Ground Up To Manage Your Multi</h2>
<p>Import bank transaction details from your Wells Fargo account directly into Xero, and just click OK to reconcile. With Family Sharing set up, up to six family members can use this app. Become a partner to access free tools, benefits and rewards for your practice. Pay and get paid in over 160 currencies with multi-currency accounting. Manage and share documents, contracts, bills and receipts safely from anywhere. Use Xero to work with your accountant, bookkeeper, or employees, even if you’re on opposite sides of the world.</p>
<p>Use BooksTime payroll to calculate pay and deductions, pay employees, simplify compliance, and update the Xero accounts. Heck, you may already be using them with no idea that they connect to your accounting tool. Integrating Pipedrive with Xero means you can track deal progress right through until invoices have been paid and squared away in your ledger. Pipedrive is designed to be a simpler, easier-to-use cousin of Salesforce.</p>
<p>Speed through work on your clients&#8217; accounts using tools like cash coding, find and recode, manual journals and the assurance dashboard to increase everyday efficiency. Give your staff access to the areas they need to do their job. And invite your advisor to collaborate with you on your business in real-time. If you need a Xero accountant or bookkeeper, check out the Xero advisor directory. †Invoice limits for the Early plan apply to both approving and sending invoices.</p>
<h2 id="toc-2">Free Tools</h2>
<p>But for most small businesses, agencies, retail stores, and startups, there’s a lot to love about both systems. Fit Small Business content and reviews are editorially independent. Capture costs as they happen from your mobile phone or tablet and keep everyone up to date with push notifications. Xero lets you add photos to your inventory items for a visual reminder of your stock. You can also upload supplier contracts to keep them close at hand.</p>
<ul>
<li>Wave is a solid choice for small businesses looking for free accounting software.</li>
<li>There is also a BooksTime app for Android (Android 5.0+) and Apple products (iOS 12.0+) and separate mobile apps for Xero Expenses and Xero Projects.</li>
<li>Xero is the emerging leader of online accounting software that connects small businesses to their advisors.</li>
<li>This can be a serious drawback if you need a quick answer about a technical issue or are new to accounting software and have a lot of questions.</li>
</ul>
<p>Now that you have a detailed understanding of Xero, we’d like to further help you in choosing the best accounting software for your small business. We support thousands of small businesses with their financial needs to help set them up for success.</p>
<p>However, we found that it’s impossible to combine multiple checks along with cash into a single deposit entry. Xero does provide an account to hold undeposited checks, but the feature doesn’t track when checks are removed and deposited, nor does it allow cash to be added to the deposit.</p>
<h2 id="toc-3">Inventory</h2>
<p>I don&#8217;t see pen and paper coming back, just because the pandemic is over. Although it&#8217;s loved worldwide, Xero is especially well-known and used by accountants outside the US, especially in New Zealand and Europe. Both Xero and BooksTime are well-loved by accountants, and their preference might come down to location. BooksTime is the market leader in <a href="https://en.wikipedia.org/wiki/Normal_balance">normal balance</a> the US, while Xero is a favorite for Europe and New Zealand. BooksTime and Xero both have excellent dashboards that give you an easy glimpse of all of your main business metrics after logging in. Your best option here will probably come down to the user interface you enjoy using most. We also found a minor problem in purchase orders and inventory.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px%" alt="BooksTime"/></p>
<p>While the software is more difficult to use than other accounting software like BooksTime Online or BooksTime, Xero does offer a large help center to make learning the software easier. If 800 integrations aren’t enough, Xero also integrates with Zapier, connecting the software to hundreds of additional add-ons.</p>
<p>In this article, we analyze the main features and benefits of Xero and compare them with those offered by leading alternatives. Xero is a favorite financial collaboration system that is widely used by small businesses in multiple industries. Accountants call it a handy asset for managing financial activities. Our experts found it to be a user-friendly solution that offers an array of top-ranking features to solve accounting challenges.</p>
<h2 id="toc-4">Save Time With Bulk Imports</h2>
<p>This easy-to-use and feature-rich software is ideal if you have no bookkeeping experience and want top-notch customer support. There is limited tax support, limited invoice templates, and a steep learning curve. The recent navigation bar change seems to make accessing features more difficult by requiring more <a href="https://www.investopedia.com/terms/c/cashbasis.asp">cash basis</a> clicks rather than streamlining the software. We chatted with the company, posing as a small business looking for accounting software, and asked about Xero&#8217;s capabilities and how it would work for our company. The representative we spoke to was helpful and took the time to understand our hypothetical company.</p>
<p>On your Xero dashboard or under accounts, click Add bank account. Select Wells Fargo from the drop-down, and sign in with your Wells Fargo Online username and password. BooksTimecloud’s Cash Flow Manager tool is a helpful feature for people who want to better understand how future transactions could impact their business. The tool also lets you adjust the timeframe to see how your business has changed over time. We believe everyone should be able to make financial decisions with confidence.</p>
<p>Here&#8217;s our comparison of their pros and cons to help you decide between them. All of HubSpot’s marketing, sales CRM, customer service, CMS, and operations software on one platform. Eric Gerard Ruiz is a staff writer at Fit Small Business’s accounting content. He was a freelance writer from various companies and clients in the Philippines, the United States, and Australia. Now that he is part of Fit Small Business’s writing team, he wants to share his knowledge in accounting and finance to give the best answer to everyone.</p>
<p>Take advantage of Xero’s free trial to see if this accounting solution is right for you. The Growing plan costs $30 per month.It has unlimited invoices, bills and bank transactions. As your business grows, it&#8217;s important to have accounting software that supports and adapts to those changes. Xero&#8217;s prices and plans accommodate a company&#8217;s progression, which is important for small businesses that are evolving and don&#8217;t intend to remain so small. Despite some criticism I have about Xero, I feel they are a strong billing and invoicing software.</p>
<p>Xero told them that the soft limits for transaction volume are around 2000 sales, 2000 purchases and 4000 bank lines per month, after which Xero’s performance “deteriorates dramatically”. Even though Xero offers a tempting $9/month plan, the reality is that it&#8217;s too restrictive for anything but the smallest side hustles that need less than five invoices and bills per month. For companies that need more than the standard Xero and QBO reporting can offer, they can make use of add-ons and integrations with both apps.</p>
<h2 id="toc-6">Xero Company</h2>
<p>Equipped with self-learning AI technology and cognitive data capture, this platform aims to accelerate data entry while minimizing the risk of human error. This platform is also built to be fully configurable so you can create custom approval rules for your accounts payable documents and other accounting files. Another strategy is to grow Xero as a platform for other activities outside of core accounting, which at the moment still brings in more than 90% of the company&#8217;s revenue. In pursuit of that goal, last year was one of the company&#8217;s busiest in terms of acquisitions. In October, Xero completed its acquisition of Waddle, an Australian company that provides invoice financing connected into online accounting software. You can send invoices and quotes, enter bills and reconcile bank transactions for $30/month. Small businesses could benefit from the Growing plan, especially if they need unlimited users.</p>
<p>With Xero&#8217;s robust accounting features, small businesses can view their cash flows, transactions and account details from any location. Online bill pay helps keep track of spending and stay on top of bills due, improving relationships with the vendors that provide critical business materials. With Xero, personal expenses can also be managed with mobile review and approval of each receipt.</p>
<p>Author: <a href="https://www.accountingweb.com/profile/laine-proctor">Laine Proctor</a></p>
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		<title>Special Journals</title>
		<link>https://www.supersatelite.com.br/special-journals/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 30 Jul 2021 06:54:11 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=16164</guid>

					<description><![CDATA[Content Recording The Journal Entry For A Credit Purchase Cash Disbursement Journal Example Transactions Recording The Purc﻿Hase Of Merchandise On Account Purchases Journal Purchase Credit Journal Entryexplained With Journal Entry Examples How To Record A Cost Of Goods Sold Journal...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Recording The Journal Entry For A Credit Purchase</a></li>
<li><a href="#toc-1">Cash Disbursement Journal</a></li>
<li><a href="#toc-2">Example Transactions</a></li>
<li><a href="#toc-3">Recording The Purc﻿Hase Of Merchandise On Account</a></li>
<li><a href="#toc-4">Purchases Journal</a></li>
<li><a href="#toc-5">Purchase Credit Journal Entryexplained With Journal Entry Examples</a></li>
<li><a href="#toc-7">How To Record A Cost Of Goods Sold Journal Entry 101</a></li>
<li><a href="#toc-8">Cost Accounting</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/inventory-mgt-min-300x200.jpg" width="250px" alt="Purchases Journal"/></p>
<p>Each entry increases accounts receivable and increases sales. Any transaction entered into the purchases journal involves a credit to the accounts payable account and a debit to the expense or asset account to which a purchase relates. For example, the debit relating to a purchase of office supplies would be to the supplies expense account. The journal also includes the recordation date, the name of the supplier being paid, a source document reference, and the invoice number. Optional additions to this basic set of information are the payment due date and authorizing purchase order number. Nor will the balance of your account with the furniture supplier show in the purchases journal.</p>
<ul>
<li>It may be mentioned that goods purchased on cash if returned are not recorded in the purchase return journal.</li>
<li>You also need to note which business you pay from the funds.</li>
<li>All cash purchases are recorded in another special journal known as cash payment journal or cash disbursements journal.</li>
<li>Thepurchase orderis used to record the terms of the vendor’s credit.</li>
<li>It regularly orders food and supplies for its bar from various suppliers.</li>
</ul>
<p>The business will also credit the accounts payable account, which will increase the business’s liabilities. The purchase journal has five columns, as shown in the format below. The total of inventory column is posted to inventory account in the general ledger. Let’s say you have a beginning balance in your Inventory account of $4,000. You purchase $1,000 of materials during the accounting period. At the end of the period, you count $1,500 of ending inventory. As a brief refresher, your COGS is how much it costs to produce your goods or services.</p>
<h2 id="toc-0">Recording The Journal Entry For A Credit Purchase</h2>
<p>Postings from the purchases journal follow the same pattern as postings from the sales journal. Each day, individual purchases should be posted to the vendor’s account in the accounts payable subsidiary ledger. The amounts from the purchases journal are posted as credits to individual suppliers’ accounts in the accounts payable subsidiary ledger. This posting occurs immediately after an entry has been made in the purchases journal. Purchases journal is a special journal used to record purchases made on credit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-12.png" width="252px" alt="Purchases Journal"/></p>
<p>Balance SheetA balance sheet is one of the financial statements of a company that presents the shareholders&#8217; equity, liabilities, and assets of the company at a specific point in time. It is based on the accounting equation that states that the sum of the total liabilities and the owner&#8217;s capital equals the total assets of the company. Recordings of these transactions should be following the debit and credit roles.</p>
<p>Companies that frequently make credit purchases of items other than merchandise use a multi‐column purchases journal. For example, the purchases journal below includes columns for supplies and equipment. Of course, every purchase in the journal below must credit accounts payable; equipment purchased with a note payable or supplies purchased with cash would not be recorded in this journal. Notice the dates and posting references applied to each entry in the illustration to the right. Each day, individual sales journal entries are posted to the accounts receivable subsidiary ledger accounts so that customer balances remain current. Customer account numbers are placed in the sales journal&#8217;s reference column to indicate that the entries have been posted.</p>
<h2 id="toc-1">Cash Disbursement Journal</h2>
<p>In some cases, an expense may come from several internal accounts because multiple products or services are on a single invoice. When this happens, it is important to note the individual amounts of each product or service along with the invoice number for accurate tracking. If you also make records of the debit from a spending account in a different journal, all of the information should match. This makes it easier to go back and compare transactions to make sure everything matches up in the case of an audit. To meet the unexpected need, you have called one of your suppliers and placed a large order for $25,000 in supplies to create your jewelry pieces. Because you have a long-standing arrangement with the supplier, they allow you to make a last-minute, rush order on credit. They deliver the supplies to your business later that afternoon and you get to work on manufacturing the jewelry.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/5249ee7cb3-300x195.jpg" width="256px" alt="Purchases Journal"/></p>
<p>Transactions that decrease cash are recorded in the cash disbursements journal. The cash disbursements journal to the right has one debit column for accounts payable and another debit column for all other types of cash payment transactions. It has credit columns for purchases discounts and for cash.</p>
<h2 id="toc-2">Example Transactions</h2>
<p>The journal entries for the purchase and payment of the tires are as follows. This transaction would lead to the following journal entry. July 30 Sold $7,000 of merchandise inventory, terms 1/15, n 30, FOB Shipping point with cost of goods sold $5,000 to Bobby Blue. July 5 Sold $5,000 of merchandise inventory, terms 1/15, n 30, FOB Destination with a cost of goods sold of $3,000 to Robby Red.</p>
<ul>
<li>When the kitchen manager places an order for $100 of inventory with a vendor, Buckley typically has 30 days to pay for the order.</li>
<li>Most organizations have a separate purchase department which is responsible for the procurement of good.</li>
<li>Transactions that increase cash are recorded in a multi‐column cash receipts journal.</li>
<li>The sales return journal is prepared from debit notes sent by the buyer with returned goods.</li>
<li>The number of the vendor&#8217;s invoice for the merchandise or service purchased.</li>
</ul>
<p>The first is a debit from an expense account and the second is a payment to the company or service provider. Businesses often have expense accounts set up to make budgeting easier. You need to note which account funds are taken from to pay for a purchase.</p>
<p>Gather information from your books before recording your COGS journal entries. Collect information ahead of time, such as your beginning inventory balance, purchased inventory costs, overhead costs (e.g., delivery fees), and ending inventory count. The seller also sends a note to the purchaser as a reply which is called a credit note. It may be mentioned that goods purchased on cash if returned are not recorded in the purchase return journal.</p>
<p>Other names used for the <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> are the purchases book, purchases daybook, and the credit purchases journal. Your income statement includes your business’s cost of goods sold. It also shows your business’s sales, expenses, and net income. As a business owner, you may know the definition of cost of goods sold . But do you know how to record a cost of goods sold journal entry in your books? Get the 411 on how to record a COGS journal entry in your books (including a few how-to examples!).</p>
<h2 id="toc-3">Recording The Purc﻿Hase Of Merchandise On Account</h2>
<p>All cash purchases are recorded in another special journal known as cash payment journal or cash disbursements journal. Generally in the cash receipts journal to debit columns for cash receipts and cash discount and three credit columns for accounts receivable, sales and other accounts are there.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/57f50314-b390-4118-8ba3-8a28aff3f07c-300x199.jpg" width="253px" alt="Purchases Journal"/></p>
<p>When a businessman places an order for goods that he needs, the seller of the goods makes out an invoice. The top copy of this invoice is received by the purchaser and is recorded in the purchases journal. There may be several of these invoices arriving every day, possibly as many hundred. They will all be the top copies of other selling firm&#8217;s invoices and the purchase journal will be written on the basis of these invoices.</p>
<h2 id="toc-4">Purchases Journal</h2>
<p>A purchase credit journal entry is recorded by a business in their <a href="https://www.bookstime.com/articles/purchases-journal">Purchases Journal</a> on the date a business purchases goods or services on credit from a third party. Preparing Ledger BalancesLedger in accounting records and processes a firm’s financial data, taken from journal entries. This becomes an important financial record for future reference. If there is a small number of transactions of credit purchases, then the entity might record the purchase journal together with others transactions. Each accounting team develops its own reporting periods for aggregation. You may balance accounting journals weekly, biweekly, or monthly, depending on your business needs.</p>
<p>The main information in the purchase journal includes the name of the entity, accounting period, date, suppliers’ accounts, invoices date, and payments terms. At the end of the month, credits and debits are tallied for the types of accounts and, along with other details of the transactions, are posted to other journals in the accounting records. The sum of all postings to accounts in the accounts payable subsidiary ledger is always equal to the amount posted to the accounts payable account in the general ledger.</p>
<p>The expected on-order inventory depends on expected demand during the lead time only. Send Save the journal as a PDF and attach it to an email using your default mail program. The IRSPDF publication Starting a Business and Keeping Recordsreviews everything from choosing a business structure to recommended recordkeeping practices.</p>
<h2 id="toc-5">Purchase Credit Journal Entryexplained With Journal Entry Examples</h2>
<p>I can navigate on the two accounts, that I have posted into, or just find them. I enter the balance account, in this case the domestic balance account, and the difference is purchase VAT or not, and that’s set up in the charts of accounts and relates to the balance account.</p>
<h2 id="toc-6">What Is The Purchase Credit Journal Entry?</h2>
<p>At the end of the accounting period, the column total is posted to purchases and accounts payable in the general ledger. Entering transactions in the general journal and posting them to the correct general ledger accounts is time consuming.</p>
<h2 id="toc-7">How To Record A Cost Of Goods Sold Journal Entry 101</h2>
<p>Purchases journal sometimes called purchases day book, only records credit purchases whereas cash book is used to record cash purchases. The nature of each company&#8217;s transactions determines which columns this journal includes. For instance, Pyle and Larson have shown credit purchase of assets and supplies, etc. in a purchase journal under a separate column – debiting asset or office supplies and crediting accounts payable.</p>
<h2 id="toc-8">Cost Accounting</h2>
<p>A credit note is received from suppliers showing full details of goods returned to them. It is evidence that goods has been returned to suppliers. Cash Receipts Journal.The cash receipts journal is the counterpart to the cash disbursement journal. It is where you record payments received by cash or check. In this case, the balances of $500, $1,000 and $2,000 will be posted to individual ledgers of Nike, Adidas and PUMA Ltd. This special journal is prepared for reducing the large of transactions in the general journals. And it is normally prepared only if the entity has a lot of purchases on credit transactions.</p>
<p>You also need to note which business you pay from the funds. A purchases journal is a specialized type of accounting log that keeps track of orders made by a business ~&#8217;on credit~&#8217; or ~&#8217;on account.~&#8217; Learn more on the definition and see examples.</p>
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		<title>Payroll Tax Netherlands</title>
		<link>https://www.supersatelite.com.br/payroll-tax-netherlands/</link>
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		<pubDate>Mon, 05 Jul 2021 07:04:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=15164</guid>

					<description><![CDATA[Content Filing Deadlines Reduced Tax Rate For Employers With 2 Or Less Average Annual Employment The Additional Medicare Tax What Are Employment Taxes? About Paychex Unemployment Tax What Should Employers Know About Employer Tax Responsibilities? Payroll Implementation Guide Child And...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Filing Deadlines</a></li>
<li><a href="#toc-1">Reduced Tax Rate For Employers With 2 Or Less Average Annual Employment</a></li>
<li><a href="#toc-2">The Additional Medicare Tax</a></li>
<li><a href="#toc-3">What Are Employment Taxes?</a></li>
<li><a href="#toc-4">About Paychex</a></li>
<li><a href="#toc-5">Unemployment Tax</a></li>
<li><a href="#toc-6">What Should Employers Know About Employer Tax Responsibilities?</a></li>
<li><a href="#toc-7">Payroll Implementation Guide</a></li>
<li><a href="#toc-8">Child And Dependent Care Tax Credit: Who Qualifies And How To Get Up To $8,000 In Credits</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/e2c92533-95ff-4ffe-a246-0eb995c0c9a8-300x215.jpg" width="257px" alt="Payroll Taxes"/></p>
<p>Here are five considerations for establishing a cell phone policy for employees. 5 Employment and HR Trends Small Business Owners Should be Mindful of in 2014 Discover five issues that could have a significant impact on the HR landscape next year, particularly for small businesses. Get Ready to Scale by Understanding Business Needs Scaling your business requires that you take time to assess the current state of the business, plan for where you want to go, and implement process improvements.</p>
<ul>
<li>The cost of payroll taxes largely depends on the number of employees you have and how much you pay your employees.</li>
<li>Follow federal and state regulations when payments are due.Find Employment Tax Due Dates, including which forms must be filed by what dates and when tax payments must be deposited.</li>
<li>The combined total rate that both employer and employee pay in FICA taxes is 15.3% of gross wages.</li>
<li>Semi-weekly filers must also file Form VA-6, Employer&#8217;s Annual Summary of Virginia Income Tax Withheld.</li>
<li>As you might have guessed, this will result in a PIER review—something you definitely don’t want to deal with.</li>
<li>If you earn more than $142,800, stop calculating Social Security tax on wages above the wage base.</li>
</ul>
<p>Employers withhold payroll tax on behalf of their employees and pay it directly to the government. If you take a close look at your earnings statement, you’ll see that payroll taxes take a serious bite out your paycheck. But afinancial advisor can look at your tax situation and help you reach your financial goals.</p>
<h2 id="toc-0">Filing Deadlines</h2>
<p>Medicare taxes for its Hospital Insurance program are also part of FICA and are levied equally on employers and employees on all wages. The HI trust fund also receives inflows from a supplemental tax on high earners. Each employee pays 6.2% of their paycheck, and the employer matches the tax for each employee. A cap sets a maximum for social security taxes; any earnings above $142,800 arenot subject to social security tax. However, the credit is reduced if a state borrows from the federal government to cover its unemployment benefits liability and hasn&#8217;t repaid the funds. Then such state becomes a &#8220;credit reduction state&#8221; and the credit reduction means the employer pays more FUTA than usual. FICA. This is comprised of Social Security and Medicare taxes and is paid equally by employers and employees.</p>
<p>The Commonwealth deems the amounts withheld as payment in trust for the employees&#8217; tax liabilities. Voluntary deductions can be paid with pre-tax or after-tax dollars, depending on the type of benefit that&#8217;s being paid for. Some pre-tax deductions reduce only wages subject to federal income tax, while other deductions reduce wages subject to Social Security and Medicare taxes, as well. Employees and employers each contribute 1.45 percent of earnings by workers to Medicare, which is levied on all income. However, there are required forms to be filed which report these activities. Employers relying on outside payroll service providers, such asPaychex, can leave the calculations to them.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/shutterstock_123256873-1-300x200.jpg" width="252px" alt="Payroll Taxes"/></p>
<p>On the federal level, Social Security, Medicare and federal unemployment taxes fund these programs, while the income tax funds a broader base of programs. Both the employer and the employee are responsible for paying Social Security payroll taxes. For Social Security taxes, employers pay 6.2 percent of each employees’ wages, and employees must match that same 6.2 percent. Federal unemployment tax is 6.0% on the first $7,000 in employee wages.</p>
<h2 id="toc-1">Reduced Tax Rate For Employers With 2 Or Less Average Annual Employment</h2>
<p>Before new hires start working, they typically fill out Form W-4 so that their employers can withhold the correct amount of federal income tax from their pay. They may also have to complete a separate withholding certificate for state income tax depending on the state. Some simply use the federal Form W-4 for this purpose and others don’t collect income tax at all. The Northwest Territories in Canada applies a payroll tax of 2% to all employees. It is an example of the second type of payroll tax, but unlike in other jurisdictions, it is paid directly by employees rather than employers. Unlike the first type of payroll tax as it is applied in Canada, though, there is no basic personal exemption below which employees are not required to pay the tax. The new tax law eliminates exemptions, though it also raises the standard deduction.</p>
<p>Employers are subject to unemployment taxes by the federal and all state governments. The <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> tax rate and cap vary by jurisdiction and by employer&#8217;s industry and experience rating.</p>
<h2 id="toc-2">The Additional Medicare Tax</h2>
<p>If an employee is unfit to work due to sickness, they are entitled to 70.00% of their last earned salary for one year. For sickness that surpasses the year, the WULBZ becomes effective. This law enables the ongoing payment of salary for up to 104 weeks of sickness at 70% of the salary. However, this is only permitted in the first sickness year, and should the sickness continue into a second year the maximum paid is up to 70% of the salary. There’s a lot for multinational employers to navigate—this guide will get you started. For example, Texas imposes up to 8.6% tax on the first $9,000 of wages ($774), while New Jersey imposes 3.2% tax on the first $28,900 for wages ($924). Federal tax of 6.2% less a credit for state taxes limited to 5.4% applies to the first $7,000 of wages (net $56).</p>
<ul>
<li>Employers having contact with the jurisdiction must withhold the tax from wages paid to their employees in those jurisdictions.</li>
<li>Check with your state to determine the wage base and your unemployment tax rate.</li>
<li>For example, employers could decrease wages but increase retirement benefits, which are deductible under the corporate income tax, in an effort to offset the additional payroll taxes they would owe.</li>
<li>It is similar to the social security and Medicare taxes withheld from the pay of most employees.</li>
<li>The tax is paid by employers based on the total remuneration paid to all employees, at a standard rate of 14% (though, under certain circumstances, can be as low as 4.75%).</li>
</ul>
<p>In order to qualify for the annual filing, the employment must consist exclusively of domestic service in the private home of the employer as defined in the Federal Employment Tax Regulations. Employers may register for this filing option online, or by using Form R-1H. See Household Employer for more information. Social insurance programs, primarily Social Security and Medicare, face serious financial challenges. Those challenges will likely accelerate due to the decline in economic activity and payroll tax revenues caused by the COVID-19 pandemic and legislation in response to it.</p>
<h2 id="toc-3">What Are Employment Taxes?</h2>
<p>For 2009, the typical maximum tax per employee was under $1,000. Some states also impose unemployment, disability insurance, or similar taxes on employees. Amounts of income tax so withheld must be paid to the taxing jurisdiction, and are available as refundable tax credits to the employees. Income taxes withheld from payroll are not final taxes, merely prepayments. Employees must still file income tax returns and self assess tax, claiming amounts withheld as payments. German employers are obliged to withhold wage tax on a monthly basis.</p>
<ul>
<li>YTDs help you report the correct amounts of EI contributions when issuing these ROEs.</li>
<li>Each employer who withholds from the combined wages of all employees less than $500 per month is required to pay on a quarterly basis.</li>
<li>There are a number of payroll taxes that may be imposed, including the taxes noted below.</li>
<li>Every month your employer is obligated to put 8% of your gross salary aside.</li>
<li>The rates vary and are reviewed and set twice per calendar year by the Dutch Tax and Customs Administration.</li>
</ul>
<p>If eligible, the employee can obtain a refund of any over withheld income taxes when filing a personal income tax return for that year. Employers also must pay federal and, where applicable, state unemployment taxes. The tax applies to the first $7,000 of wages paid to each employee. For state unemployment taxes, the rate of tax and wage base will differ from state to state.</p>
<h2 id="toc-4">About Paychex</h2>
<p>The trust fund recovery penalty can also be assessed against a corporate officer who fails to pay over withheld taxes at the direction of a supervisor when sufficient funds are available. Sometimes an officer who is aware of the delinquent taxes does not pay out of fear of getting fired for disregarding instructions not to pay. The threat of <a href="https://www.bookstime.com/articles/payroll-taxes">Payroll Taxes</a> being fired by a supervisor for paying the taxes will not make the person less responsible for paying the amounts owed (Howard, 711 F.2d 729, 734 (5th Cir. 1983)). Courts have held that an officer is not entitled to prefer his own interest in continued employment over that of the government (Brounstein, 979 F.2d 952, 956 (3d Cir. 1992)).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="Payroll Taxes"/></p>
<p>Medicare is used to fund the Medicare healthcare program for older citizens. The tax applies to all wages earned; there is no wage cap beyond which the tax no longer applies. Every month your employer is obligated to put 8% of your gross salary aside. If your employment is terminated, this is paid out to you upon termination.</p>
<p>Payroll tax and income tax are the most common employment taxes. Understanding the differences between them and making sure you manage withholding properly are two of the most important parts of payroll management. Some cities, including New York City and Philadelphia, also have income taxes, which means additional wage withholding. Typically, only employers pay unemployment taxes, but in a few states, employees also contribute. The federal rate ranges from 0.6 to 6%, depending on how much the employer pays in state unemployment tax. Each employer is required to provide each employee an annual report on IRS Form W-2 of wages paid and Federal, state and local taxes withheld.</p>
<p>5 Technologies Every Growing Restaurant Must Consider What do today&#8217;s profitable and growing restaurants have in common? Washington Post columnist and small business influencer Gene Marks shares five notable technologies that growing restaurants should consider.</p>
<p>ROEs are issued whenever an employee experiences an “interruption of earnings,” such as when they are let go or fired. ROEs must also be issued when you move your data from one payroll system to another. YTDs help you report the correct amounts of EI contributions when issuing these ROEs. Below, we cover the basics of payroll tax and the obligations of each Canadian employer.</p>
<p>Your employer uses your W-4 form to determine what percentage of federal and state income taxes to withhold from your paycheck. If you are self-employed, pay the entire cost of payroll taxes (aka self-employment taxes). And, pay the additional 0.9% Medicare tax, too, if you earn more than the threshold per year. Employer payroll tax rates are 6.2% for Social Security and 1.45% for Medicare. Semi-weekly filers must also file Form VA-6, Employer&#8217;s Annual Summary of Virginia Income Tax Withheld.</p>
<p>Please review its terms, privacy and security policies to see how they apply to you. Chase isn’t responsible for (and doesn&#8217;t provide) any products, services or content at this third-party site or app, except for products and services that explicitly carry the Chase name. Medicare hospital insurance taxes didn’t kick in until 1966, at a rate of 0.7%. Rates have climbed since then, of course, with the rate increase for Social Security taxes outpacing the rise in Medicare hospital insurance taxes. Bankrate.com is an independent, advertising-supported publisher and comparison service.</p>
<h2 id="toc-7">Payroll Implementation Guide</h2>
<p>You can estimate exactly how much tax you will pay in a given payroll cycle. But you should expect to pay an additional 18-22% of your gross wages in employer payroll taxes between federal and state. Employers of certain household employees have the option of reporting and paying the Virginia income tax withheld from those employees on an annual basis. For the employer to qualify, the employment must consist exclusively of domestic service in the private home of the employer, as defined in the Federal Employment Tax Regulations. In 2019, Social Security received $914 billion in revenue from payroll taxes, or 4.3 percent of gross domestic product .</p>
<p>This category includes employees such as nannies, babysitters, housekeepers, gardeners, elder-care workers, in-home nursing care providers, and others who provide domestic services. For details, refer to the Federal Employment Tax Regulations, which are available at</p>
<p>The government does not take this lightly and will not relent in its efforts to collect the amounts it is owed. For a business with numerous employees, unpaid trust fund taxes add up quickly, and the trust fund penalty consequently assessed against a responsible person can be huge. If your average tax liability is more than $1,000 per month, you will be assigned a semi-weekly filing status. Your payments will be due within 3 banking days if the amount of Virginia income tax withheld exceeds $500 on any federal cutoff date for semi-weekly withholding.</p>
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		<title>Quickbooks Certified User Exam</title>
		<link>https://www.supersatelite.com.br/quickbooks-certified-user-exam/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 03 May 2021 04:22:53 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=14693</guid>

					<description><![CDATA[Content Tips For The Quickbooks Online Proadvisor Test How To Become A Quickbooks Proadvisor In 3 Steps Quickbooks Training Class Charleston The Practice You Always Wanted Is Waiting Fourlanes Proadvisor Team Quickbooks Certifications Are Here A QuickBooks ProAdvisor is a...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Tips For The Quickbooks Online Proadvisor Test</a></li>
<li><a href="#toc-1">How To Become A Quickbooks Proadvisor In 3 Steps</a></li>
<li><a href="#toc-2">Quickbooks Training Class Charleston</a></li>
<li><a href="#toc-3">The Practice You Always Wanted Is Waiting</a></li>
<li><a href="#toc-4">Fourlanes Proadvisor Team</a></li>
<li><a href="#toc-5">Quickbooks Certifications Are Here</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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pveDw2NoI+6JnRBZVenWCUVYaaV0upZC2eWrDP7iJhaXAud3AgHf8uajl9pGhjDC2PG4Jn1FtW2K7ibxl44cPdaT9yixHQfRfEs7qqeZrNnFNIxlTlY5rWlrS4d5AJsfkjNA9FmwsoIjKP73XjLLZznCPVEm3cWkg/MoNcK9qOh2LSSxwYk2MxSiEa33S9x5Did/epJfaXoZHIIY8ZimkLZXZYvetq9XnueAtrWHf3OWv9mmjTZ4amFlTFLAA1r45y05bk2+RvvXmpPZLohRRSQww1WWV0hkzVDnF4eyJhaSeItBFb/dQW1Np1ojWVEFLS49SSzVL8kTGv3udyCjotPNHqs1OeqFO2nrJaEOmIbrJo3vY9rRe/FjvmocP9nOjWHSNmggmMjSwhz5STZhu0fIcFHJ7NNGZXSGSOocJK92Jhut3MqC978488z3EfNB6JPaPoRE1rpNJKIZy4D+87xxXQxSMmjbLE4OY8BzSOBBXIUXso0RoIjDBT1BBvcvnc472lvE+RXXU8EdLBHTxAhkTQxt+QFkEiIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg+X4nHoljEoqMSpTNI1uQOBe0238iOZUmH1WjmF3OHwiElgYbBxJaOAXzDFsL9qDMdrMRwHGMNkoJcrIKKoaRkAYLuzdxL7/cVUDD/bm2dsgr9H5GsqHzlpztBYWOGp4bwHFu/juXpmGLru+4/1iwzxHekrP9YcM8R3pK+O0UPtgZiDYa52A7A2U5pWuc6Qx2bwFrXzZu/hZdwQ224BWINl5juM0NVg1bBC9xe+B4Ay+SufZKLaKN/jv/5L57iEdbfXQzsbTNp5xNGRcvJAy25W39V2fs1xM0ejEbGx5rzPNyufJH2aibfREVL2+/wAs9vP8AdVy1lVyipu3ZPAHVO3ZPAHVNZFyvDU4LhtVM6ompWmV1rvG4m27iF5O3ZPAHVO3ZPAHVNZEv8AVvCDq701xDEYYwXuIa0/fx81HNongc73ySUhJkcXPtI4XJNzwPNY7dk8AdU7dk8AdU1kSS6NYPNFqH0g1eYvytcQL2t3HyCwdF8Gc3KaXdwtndwuTbj5laduyeAOqwcff/s46prI9PYOGB8cjaYNdEQW2cRaxuO/mVBTaLYXT1DqssdJM5+bO5x3WAAHHuAWvb0ndTjqgx6TvgHVNZG7dFcGY8yCndmyuaCZHGwcLGwJ81NQYDhmGSCWjgLHNbkHvE7vvKg7df3wDqsHHXeAOqayLlFTdvO7oB1WO3JPBHVNZF0ipe3JPBHVO3JPBHVNZF0iphjrxxhHVO3neB+aayLlFTduv7oB1Tt1/gjqU1kXKKm7df4I6rBxt5/cj1JrIukVN268btSOq1OOSX/wB1KayLtFS9tv8EdVt26/wB1TWRcIqbt1/gt6p28/wB1TWRcry4pHWzYfURYbNHFVPjLYpJAS1jiLBxA42428l4O3ZPAHVO3ZPAHVNZHNUuCe1SlcyN2lWHVMLXRsJmp7ksa0BzrBoOZxBcbuNrkDutI7D/amZ4aYY/hxjytfLO2ANN8/vMDS08WiwPdfp0Pbr+GoHVDjso/cN6prI8lfQaUshmjwzFYM81brAZxcsgMYBYLN3EPBI8u+6kwPCscosQbJX4jr6dtDFC4GVznPmH6TyCABfyU4xx5/cN9Sz22/wG+pNZFwipTjsg4QN6rHbsv+zt6prIu0VN24/vhb9xKduv8ABHUpUi5RU3br/BHUolSONrMc0boMQdhtVThsoAudTdu8XG/zF/SeSjm0h0Qp8Pr8UmkhjpcNjEtRKYjZrCLgjdcq+kpqeS75aWJ5O67owT+fz/NYNNSuY+I0sJY9uR7TGCHN5Ed48l6In7nHGG0eJFx9aeekhwqspoaykhhlhnjbLG8M3Oa4XB3+RU2w0X+xw+gKYBrQGtaGgCwAFgAitmUY3Ovb/v8Avop9JKWkjwGueymjaRA+xa0A8F49AN+jsY/71/8ANWGlH6vV/wDAd/JeDQD9XY/4j1ie5VOjAsiIqCLIBcbNBJPcFvqJh+5f6SliNFvqZvCf6Smpm8J/pKWNEW+pm8J/pKambwn+kptA0Rb6mbwn+krOom8J/RLEaKTUTeE/0lY1M3gyekpY0Rb6mbwZPSU1M3gyekpY0Rb6mbwX+kpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekpqZvBk9JSxoi31M3gyekoligxXAMUrK2Suw/SGopDK0RuitdjWjgWgWOa5O8kixtbcvTg+F4hh5e+uxmWtMjWjK4ENYRxIuSVad9rha5mj9occvHvVlIhlEBB4EJuIuCCoqs0n/V/EL+A7+SrvZ/8Aq7H/ABHqx0n/AFfr/wCA7+SrvZ/+rsf8R6k9x0iIio9OH/6bF/vLozlaL8Aubw//AE2L/eXQVOU07w5hcCN4HeuWfcaOqWNqGU9iS8XBAFrKcWcLh118b0iwX2mT+0jDqnBqqsiwi0bmNFS1sTIm21oewi7ib7vu4WX1zD8mzDVxvYAeDuK8HS9Tn1GXJjlhOOs15/X1j0cuPOc7uKp6MvmmXzWyL2Oqmn0pwClxCbDKvEooZ4XMY4SgtBc8Xa0E7nEjuC0h0z0Umc5seO0TsrgwnWC2YtDrX52IP3ryYnQ6GV2M3xfDYZqoSMjE8zbtEmUlrASdxyuJtbfdeKrPs8pItpmpad+rGe4Jc4lgDbXJ3kC25B0lLjOG11QylpKhszpIBUscwXY6MkgEO4HeF7svy6KjixnRTD6ZtVBUU0TIoi0WIGVg3kfIL1T6R4TCInGqaWSSOjzj9Frm8QTz8uKCyy/LomX5dFWf1nwTIHmuYA6R0TfNzRcjopWY/g0r2xx4jC5zwC0A7zc2HX/zQe7L8uiZfl0VXDpRgs0D6jbAwMY+RzXAhway+Y28rFBpPhLHtiq5tkkdbKychriTwsL8t6C0y/LomX5dF4qHHMJxKTU0NfFM+xdlbe9ua96DXL8uiZfl0WyINcvy6Jl+XRbIg1y/LomX5dFsiDXL8uiZfl0WyINcvy6Jl+XRbIg1y/LomX5dFsiDXL8uiZfl0WyINcvy6Jl+XRbIg1y/LomX5dFsiDXL8uiZfl0WyINcvy6Jl+XRfOvbt7XY/YtoU3TCTB34kHVcVIIGyhm94cb3/wCEr4BSf+kDfXCQ0vstrJtU3NJqqoOyjovmdV8X6To+TwubKsv0l8zqvi/SdFy+DzZVl37S/YmX5dEX47/9YNZocfZZXAEkA7TuJHH9nzRef5h+H/1z7S83zH8O/rn2n/T75imhWDYtXSYhUGoZNKGh5jksCALcjY+Y37gq9vsxwBkJgbUV4BnjqC4VBzFzAQN9tws47h8+Kt62q0ggq3uoKWKeEbmte7KCMvPnmvu5LzOxLS4wlwwWl1hFwzXG1x3E+fPyX6OpiX2reCb2X4BO3K+qxAWe2T3ZwLuDr8AALfZ/R77XuT0eF4ZDg9DHh9PJLJHHfK6V13bzfy5qr7V0rGH18owOlNXFT56WMz2bNKR+iT+yBzVvRVFTPQ08tfCyCpdE0zRsdmDH23gHv3rVVDpr+De471V+fs8ek/6v1/8AAd/JV3s//V2P+I9WGk7m/wBXq83/AHDv5Ku0Ae0aOxi/7x6xPdl0qLXWN5prG81R6sP/ANNi/wB5dKOC5rDXNdWxWPArpA5oHFcs+40dTROnbUFvvtFgb/55lScOCZm80zN5rAyixmbzTM3mgr6zBcCrpzPW4ZSTTd75I2l27zPyHRRHR3Rt7SHYLQlr7kgwtsSeK2rcCoq+pNTNLM1zmOY4MeQCHNsvKdFKIgNOIV2UEkATkAXNzuC8uWfURP4cIn9//E83pGjWjhOYYLQnj+5b3jf3Ld2j2AmPVOwijLA/WZTC2wda2bhx3DeoaTR2mo5GSR11YTG4EB0xINu4hWkrWSxujcdzgWn7114p5Mo/Mip/W1eBujmjws4YPRXFyDqW7r8e5bswLA4g3V4XSMykEWiaLEG4/MBaswamZbLU1G4AC0hFrIzBqZj2v2modlN7OlJXUSx4RhEb3yx4fTNdIHNeRGPeB4g/NRNwHAbsLcKpCYjdh1Yu0+XLvWzMJp43te2onOU3sZCQfmnZVP8A3v8AfSgym7iH2PG//NBJTYRhVHPtNJh9PFLYtzsjAdY8d69i8lJQxUji5k8rgRaz33C9WZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNBlFjM3mmZvNB8j/pOeynSP2w+zlmiei09FFWMxCGqvVyOYwsa14Iu1rt/vDuX5ewT+hX/AEhNGql9TgmNaL08sjMjnGqe+45e9CV+/MzeYS7fJfK6v4N0vW8vjcsTt6TXZ8nrPgnSddzePyxO1V5TMPwvJ/RV/pSvqm1rtJtGHTR5ww6/c0Oy5rDU235W93ci/dGZo4EIvN8u9F/d/lLzfLnRf3f5S+azaTYTTzyQVNa2F0Tg1xkaWtvYG2Y7r7x1UbdLMBfJqm4tT5ve4vA/Rtf+arqnDsJrXvkqqGGUvs52cXuRax/IdFgYTg1mtOGwe5e1ha1+K/TR2fehZP0rwNoJOLUzrdzZQ4nh3A+Y6qx2m3eubjwrBYQ4Mw2nGZ2Y2ZbevdtQ5osN9Jqn/sCv3/uHfyVfoDUf+77Tm/eOUWklSDgNdv8A3Lv5Kv0DqQMAaL8JHLM/zQO42nzTafNVO1Dmm1DmtC5hq5GSB8TiHDhZep2MYl4zvuCpcNqmmsiue9dDtN+C55TUiBuMYkB/jHoFsMYxHxHekKGpxukpTllmGYuDQ0byTyU1PiLaiJs0ZNnc1JyKauxnEL/4rvSFjtnEPFPpU+08xdNoHJTb0SkHbOIeKfSnbNf4zvSvJJpXgcFbNQVOIwQTQuYxwleGe88XaBfjdI9MNHpHvjZitLeNwa68gAvlDrb/ACIKbehT19sYj4p6BO2MR8Q9AoIdJMOqK2KghqRJJPCaiMsF2ujBAJDuHeF7tpKbeioBjGI3/wAQ9Atu2MR8U9ApdpKztI5KxlX0EPbGI+KegQ4xiPinoFNtPkm0+Sb+ggOL4iP3p9KDF8RP70j7lPtPkm1eSm3oIO18Q8b8gna+IeN+QU+1fZTavspt6JSDtfEPG/IJ2viHjfkFPtX2U2r7KbehSDtfEPG/IJ2viHjfkFPtX2U2r7KbehSDtfEPG/IJ2viHjfkFPtX2U2r7KbehSDtfEPG/IJ2viHjfkFPtX2U2r7KbehSDtfEfG/IJ2tiPjfkp9q+ym1fZTYpB2tiPjfkna2I+N+Sn2r7KbV9lXYpB2tiPjfkna2I+N+Sn2r7KbV9lNikHa2I+N+SdrYj435KfavsptX2U2KQdrYj435J2tiPjfkp9q+ym1fZTYpB2tiPjfksjF8RH778gptq8k2ryTYpD2xiHiu9IRTbV5Ipsr5NW0ukMuIy1WH442CB5aBFIzPlaAL2HAHceqjbSaVRtkLNIonuuXMvTi3Hhb/8Air67S+mw2rmgq4JgyFzWh7W5g4lt7+Q8+a0Gm+HFrnCCsIYcrjqCu8pTqcOnrW0MQxJwNT7xfa24FxyjduuG2BI7wV6dpHNczhukVNijntpmzDI0POsjLbjMR3/Je/aj/kqK30jlLsJqn60hrYJAW9zrjv8AkvFoLUgYC0X/AHjl5tI64jCauLI454JDm7hYLx6EVFsDbv8A3jlme8DttpHNNpHNVG1H/JTaj/krQvqCpG3Q7/2lc1tZIynJic4OuBcdwXIUFVeti38Cr41OYFrt4IsQuWfcVtJNVV09aMQg1bIBnjmY4EyC5uCCO+zT99u5XmDVTdkOrcMocQLfcq18NM5jmBhaHtymx7uS3pjFSR6qG4be+8rnjjrjV2kRXkvtqPNNqPNU+1nmm1nmqrx4rDoZV4m+fF8NhnqY3MzSywOcGuAuBmtYGx/NRspPZ4JIyyDDXSOtIz3g4uyttfz3N/JSVFLhtTM6WopmvdILOBcbO3WuRe3BRU+GYPTtjFNQxMDGlrLdwPEKXAmpcR0OoKkYhDJTUk7ImUozAxuEbnDKMptuu7cfNWw0kwk8MVpe8b5W93HvVG7CMHfGWGhacxa4uzEuJb+ib3vu7uS1bguBRyNlZhkIdGCG7v0QeNuX/mVRdx6V4JLnLcUgAY4tOZ4Fz5X4r3srmSsbLFIHse0Oa4G4IPAgrlJMEweSndAykEeYh2dp98EcCCe9WFPIylpoaWEERwRtjYL390CwQXm1Hmm1HmqfazzWBV3Fw5Bc7UeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBcbUeabUeap9rPNNrPNBb7VYXzLzsxcyMbIymqC1wBByt3g/eq91USCL9yqquZtbhAoGVk1LKY2DWMa7M0iyDpu13D/4OpPya36ouLw6mrqSdstTpVV1LWXDYzDYWI7928ogpn1EMl2yNY4Hc4Gy3NQ0CwaLLj8QwaHEKp9Sa6ph1pYXtidYOyiwBXpwykGG6wtrKibWAC0r81rcl6LtIdNtLRfLYE8ljalUbWeabWeaKn0hqv8AsStF/wBy7v8AJeHQqpAwNlvjcvJpBK2TCqmRxN2wvA38x/5Ly6GVBGCMN/23LM/zQOz2pNqVRtZ5ptZ5rQvqGqtWRkHvV/tVu9cJFWPZIHxn3gdy9gxiv5k/8K55ecjr9q81g1Vja65A4xXcTf0rHbNb35vSsUOw2rzTaxwuuPOMVxN7u6LIxiu5u6JQv6ygpayc1EksrXFrmHK6wsW2Xm7FgLcvaVeG3JytmsN5vwsqntetvf3uiz2vXfE7ouGXScOc3ljCUu6fDIaaRkjK6tcWODg101xu7rclYyVAkY5hJs4EGxXJ9t13N3pWoxmuvvJ9K6cfDhxRWEUrohRQt/RqqngAP73gkdHGwhxq6l1jezpdxK5/tiu73H0p2vXfE7ot0OhbTRsc1zamo903sZCQVnURe/aaUGTe4tfY8Se75rne1674ndFg4xXW/Sd6UodPTBtM4ls8zwRaz33Cn2srjzjFeR+kT/woMZrwOJ9KUOw2sptZXIdt1/M+lO26/mfSrqOv2sptZXIdt1/M+lO26/mfSmo6/aym1lch23X8z6U7br+Z9Kajr9rKbWVyHbdfzPpTtuv5n0pqOv2sptZXIdt1/M+lO26/mfSmo6/aym1lch23X8z6U7br+Z9Kajr9rKbWVyHbdfzPpTtuv5n0pqOv2sptZXIdt1/M+lO26/mfSpQ6/aym1nmuQGNV54OPpTtavPf/AOFKHYCq5lNqK5DtjEOf/hWO160cb9EodhtRTaT/AJK484vW8j0WO163z6JQ7HaT/kouO7XrfPoiUOKrMUx6nrTHS4UyoprAh4fY3tw491iOH7TfNRjHtIdZldo67K4Agidtm+7wPnfyUUmPUlPM+CeoEbmgEl24WPD+R6LzYrpjgmD4bLitZWA00T2xuMQznM42AsN9967Yxc1DfHx5cucYYRcz2dFRV1RNStlqoDDKS4Fma9rEgG/mAD96l2o/EuGwf2m6NY/iLMKoJqkVEocWtlp3MByi53nvsF0W1jmt5YzhNZOvUdLzdJnpz46z6vXi76qpoZqenZn1kTxYHeTbcAvPo0ypoMKbT1URikzE5XcbLDKuzhYraWrud5XP6vOs9qPxJtR+JVG1jmm1jmtC+o6r/wBpjBP7SuX1jYmOe47mi53Lj6KqBqYzf9pW1VU3ppQO9h4LlldizZi8T82UOdl4gWNvzXobUhzQ4EWIuFxtK0wvMFMA7O8vvYADeTwA81cwVgdEAdxb7pHmFzi5jzF1rx5JtA8lU7UOabUOao9TtIMLZUyUclaxksRa1weC0AuF2i5FiSO4b1pFpNgkxcIsVpXZXZTaVtr2va/C9t65rEKPRTEcRfLilLDJUxOZ70ryN4BygAm3AlaGj0ODxLq4HXIdnMzjcgWFzffuHfyQdZHjuHS1bKKKqa+WWIzsDQSHMBAJDuB3kd/evXtAPJchT1Gj9HUxS08YjdFFqmO97Kxp35eQvYFe06Q4ZdobXwuLhduV4Nxz3fJB0W0eYTaPMLmhpPhZZndVtZvaLO3Hfa27zuFN27h/DbYe/wDbHdxQX+0eYTaB5LnI9I8Mlc4NrI/dOU3dbesnSCgbO6B9Q1jmsZJdxs0hwJFj38D0KDotePJNoHkqKnxmjqiW09Sx7gLkA77Xsp9qHNBba8eSa8eSqdqHNNqHNWxba8eSa8eSqdqHNNqHNLFtrx5Jrx5Kp2oc02oc0sW2vHkmvHkqnahzTahzSxba8eSa8eSqdqHNNqHNLFtrx5Jrx5Kp2oc02oc0sW2vHkmvHkqnahzTahzSxba8eSa8eSqdqHNNqHNLFttA8k2jzCqdqHNNqHNQW20fJNoB5Kp2oc02oc0FttAPJNePJVJqwBcu4KBuKte0PbBMQRcHL3IL3XjyRUfaf/cT+hEHCzbJUOzzUzXu3G7mg7xw/mVX4tgWD4xhsuFT07oYZpGyuMDsjs7TcOBHmERdompuGsM8uPKM8JqY7S8GDaEYHgmJMxanmr5Z48xbrqlz2gublJse+xXSbU3kURWc8svOZdObqObqZjLmynKfWbZbVgG4BW0lXc7wURRxabU3kU2pvIoiWJ6OrAqY7A8Vc7buG4oixmNHzseWuOcFvAtNls2rawWa1wCIsDO2nzTbT5oiDw1VFhlZUCqqaXPICCSe+wItblvK07KwTI2I4c0sZazTw3IiCaSnw6V2aSjabgAi26w3DctYaHCKcMEOHRt1YIbZo3DkiINTh2DOaWOw9hBIO8XNxw3+Sw3DsGa5r24dGHNvY5eF+KIg1kwvB5IXwiiEecg5mCxBHAgreShwqWOKOaia8QsbGwu4hrQQ3pc9URBJS0+HUMmtpKNsTsuW7R3L17afNEQNtPmm2nzREDbT5ptp80RA20+abafNEQNtPmm2nzREDbT5ptp80RA20+abafNEQNtPmm2nzREDbT5ptp80RA20+abafNEQNtPmm2nzREGDWmx48F455H1mGNpop3wOcxlpG8Ra3miIPLR02KU0zZajHaidrbgMLABYjv37/vREQf/Z" width="255px" alt="proadvisor certification"/></p>
<p>A QuickBooks ProAdvisor is a person, typically a CPA or a business consultant, who completed the course, took the test and became certified in QuickBooks. There are different types of certifications one can apply for, including QuickBooks Online, QuickBooks Point of Sale, QuickBooks Enterprise, etc. And there are different levels of knowledge too, with advanced being the highest. Someone who holds an Advanced certification in QuickBooks is knowledgeable in all the ins and outs of this software. If you fail any section of the test, you have the option to purchase one-on-one coaching sessions with me to work with you on your retake.</p>
<p>I didn’t realize that clients can’t do this function until I took this test because I don’t always necessarily know what I can do versus what my clients can do. A good chunk of the questions have to do with finding things within QuickBooks Online. Because of this, one thing I found handy was having a separate browser open <a href="https://personal-accounting.org/how-to-become-a-quickbooks-proadvisor/">proadvisor certification</a> with QuickBooks so I could use it as a reference during the exam. A few years back I launched my first website and it replaced my old salary within a year providing a massive boost to my confidence of making it as an entrepreneur. Attending classes will allow you to learn the computer skills needed to get started.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="proadvisor certification"/></p>
<p>After completing all the preparatory requirements, you’ll need to pass a ProAdvisor practice exam which will be offered before the ProAdvisor certification exam. Each level covers a specific area of QuickBooks ProAdvisor knowledge and includes client-based questions. You’ll also need to complete at least hours of one-on-one mentor coaching. LedgerGurus has supported QuickBooks Online since our founding in 2014. A few years after starting, we decided to focus on QuickBooks Online and deepen our knowledge there. Every year, we go through the rigorous process to certify and re-certify in QuickBooks Online.</p>
<h2 id="toc-0">Tips For The Quickbooks Online Proadvisor Test</h2>
<p>Its products include everything from accounting and bookkeeping to inventory management. Dancing Numbers is SaaS-based software that is easy to integrate with any QuickBooks account. With the help of this software, you can import, export, as well as erase lists and transactions from the Company files.</p>
<p>QuickBooks has an accurate record of employees, earing deductions, and payroll history and you are ready to create the first paycheck. Edit the unwanted list entry, change the name you want to merge and click ok, then yes when prompted to merge. We recommend starting with the Introduction to QuickBooks Online Accountant course if you’re new to QuickBooks. The QuickBooks Online Accountant Basic course comprises seven learning modules that take roughly six and a half hours to finish. If you&#8217;ve already registered for the test or taken the test within 30 days, and request a refund, we will deduct the cost of the voucher ($156) from your refund.</p>
<h2 id="toc-1">How To Become A Quickbooks Proadvisor In 3 Steps</h2>
<p>Here are some of the frequently asked questions related to the QuickBooks ProAdvisor certification exam. Check all of the questions to clear confusion, if you have any. So you can just learn from the training and directly take the exam to easily crack each section. When you go into the exam you can see each of the eight sections as shown below corresponding to how many questions are there with the estimated time to complete them.</p>
<p>These individuals know how to troubleshoot everything, even fixing out-of-balance balance sheets and technical issues with bank feeds. Another aspect of being certified in QuickBooks is that they are equipped to even train others on how to use QuickBooks. These skills can boost your business with productivity and efficiency in each department.</p>
<h2 id="toc-2">Quickbooks Training Class Charleston</h2>
<p>While taking the exam, you can access the QuickBooks system and refer to your notes. The QuickBooks Online Accountant ProAdvisor Basic certification exam has eight sections and 75 questions to assess your understanding of QuickBooks’ operation and capabilities. To pass the exam, you must correctly answer 80 percent or more of the questions in each section. Regardless of the location, QuickBooks users can get Certification Courses from QuickBooks ProAdvisors. It should be noted that all the memberships come up with certification courses, where one can make the best of use of one’s knowledge and also earn CPE credits.</p>
<ul>
<li>You will understand what certification is, why it is important to your practice and how it can benefit you and your clients.</li>
<li>If you’re paid for your ProAdvisor Program membership, they hold all the program assets unless negotiated by you.</li>
<li>Your client has called for help with their bank feeds in QuickBooks Online.</li>
<li>Previously, having a CPA designation was the only way for a business owner to show that you were competent in QuickBooks, which is the accounting software most commonly used by small businesses.</li>
<li>The QuickBooks ProAdvisor program is designed to create independent, freelance, online accountants who can bill clients for bookkeeping, taxes, payroll and other tasks.</li>
<li>30% off QuickBooks Online and Payroll subscriptions when you manage billing for your client.</li>
</ul>
<p>She has owned a bookkeeping and payroll service that specializes in small business, for over twenty years. Get the desktop software and training you need to maximize productivity, at an exclusive QuickBooks ProAdvisor price. Breeze through to our top specialists with a fast lane to support. Expert phone and chat support with product specialists dedicated to ProAdvisors.</p>
<h2 id="toc-3">The Practice You Always Wanted Is Waiting</h2>
<p>Now, while your tax bills are pretty simple and straightforward, it’s business accounting that’s the real game – and keeping your accounting procedures up to date is crucial. That’s where QuickBooks ProAdvisors can come in, specifically at their headquarters in Rancho Santa Margarita. After completing the studies, reading books, attending training, and doing practice exams, I realized that the CPA route would be too long for my preferences.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="proadvisor certification"/></p>
<p>Free memberships provide QuickBooks Online certifications, whereas the deluxe and the Premium memberships add certifications for Desktop Software. Advanced advisors are an excellent option for any business owner who deals with issues like job costing, non-standard transactions , progress invoicing, and vendor payments.</p>
<p>Jordan Wrobleski earns her QuickBooks ProAdvisor certification. She joined CDS in 2019 as a Staff Accountant in our Benson office. Jordan graduated from the University of MN-Crookston in Crookston, MN with her Bachelor of Science degree in Accounting, with a minor in Management. Earn points for successful completion of the certification exam to help you move up the ProAdvisor tier status and unlock new member benefits. This QuickBooks Online practice library gives you hands-on experience and includes all the exercises in our Fast &#038; Easy QBO ProAdvisor certification course.</p>
<h2 id="toc-4">Fourlanes Proadvisor Team</h2>
<p>Set a closing date and password in the accounting preferences or from the company menu. Click the sick, vacation button in employees setup to define how to approve time and to tell QuickBooks how many hours the employee has available.</p>
<ul>
<li>This platform will validate your QuickBooks knowledge by making a certified Pro Advisor.</li>
<li>Once you have become Certified, leverage the programs established branding to help drive in clients.</li>
<li>So much so that they can almost be seen as an outsourced accounting service, which is normally quite costly.</li>
<li>Pricing below reflects the most current pricing as of and is subject to change.</li>
<li>However, to get started, you’ll need to sign up for a free QuickBooks Online account.</li>
</ul>
<p>We take all the hassle out of QBO’s complex course and certification exam. If you thought the training for the basic QBO certification was difficult, the advanced training will knock your socks off!</p>
<p>Someone with a dual certification can offer you the best advice on selecting a solution. If you’ve already purchased a QuickBooks product, you’ll need to find a ProAdvisor <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> with a corresponding certification. For each certification, applicants must earn an 80 percent or higher on the QuickBooks’ 81-question certification exam.</p>
<p>Your pro advisor profile is the place where you’ll record all of your specialties, certifications, and expertise. As your profile gets filled out and your certifications get distributed, so will the eyes of the business community. Craig Kershaw of The CFO Source is a certified QuickBooks ProAdvisor with years of experience in accounting, taxes and bookkeeping. So if you live in Halethorpe, MD or surrounding areas, feel free to get in touch with us! If you are from another state or other parts of Maryland, go to the ProAdvisor website and search within your zip code. In addition to that, you can look for the ProAdvisor badge many QuickBooks-certified CPAs have on their website and LinkedIn accounts.</p>
<p>How to use the Vendor page and reports to identify how much your company owes, and when payment is due. The names of the major lists in QuickBooks and what type of information is tracked on each. Q&#038;A sessions – where an instructor will answer your questions with a live demo – every weekday . After that, check out the Products and Services list and then select a name of the product that you wish to install. Also, in this program, there are a few grow your practice workshops and masterclasses that might assist in improving the business. Complete advanced certification is there for QuickBooks online. In the process of becoming a ProAdvisor, the user can avail numerous benefits.</p>
<p>You can sign up to become a ProAdvisor as soon or as slowly as you want after you gain experience, and you can work as many hours as you need to. Now, however, not only are you transformed into a Certified QuickBooks Pro Advisor , you are also turned into a Certified QuickBooks Pro Advisor after passing the annual CQPA exam. A study guide is a great help, however, you should avoid it a few weeks before the exam.</p>
<h2 id="toc-5">Quickbooks Certifications Are Here</h2>
<p>Each module is about 1-2 hours long and includes a supplementary guide that can be viewed at any time. Your client has called for help with their bank feeds in QuickBooks Online. You begin by asking them to open the Banking tab in the Left Navigation bar and your client tells you that she doesn’t see this option listed. The test is only a few hours long and, like the training courses, is entirely free. You can examine your answers for a specific section during the exam before finalising the submission. The test, on the other hand, must be completed in one sitting. You cannot stop the exam in the middle and resume it later.</p>
<p>In the certification training, you will find there are eight sections or modules that directly correspond to a section of the exam. You can prohibit access, grant access or grant selected access. Track any changes and deletions to transactions and track which user makes the change or the deletion. CPA Desk is a business that is in no way affiliated with Intuit®&#xfe0f;. CPA Desk is a non-Intuit company that offers consulting and other data services. By using this website, you agree to our terms and conditions.</p>
<p>Being an entrepreneur or a new small business owner typically means that you are the bookkeeper for some time. You don’t want to mess around and just hire the cheapest person you can find.</p>
<p>If you are using QuickBooks, you should consider hiring a QuickBooks ProAdvisor to optimize the use of the software, which is extremely important. QuickBooks experts will save you time, money, and data integrity by setting up your software correctly. They go through an extensive training and testing process so that you can rest assured that your software and data is in good hands. Having someone on your team who truly understands your software’s multi-faceted features is invaluable to your business. Earlier this month, we published an article about when it is time to upgrade your QuickBooks software. In that article, we talked about how updates on new releases can benefit your business.</p>
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		<title>How Do You Calculate Accrued Vacation? Journal Entry Included</title>
		<link>https://www.supersatelite.com.br/how-do-you-calculate-accrued-vacation-journal/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 02 Nov 2020 14:49:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=17267</guid>

					<description><![CDATA[Content Why Use Freshteam To Manage Your Time Off Accrual Policy? Vacation Payout When Employment Ends How To Calculate Vacation Pay For Hourly Employees Sick Leave For Exempt Monthly And Non Recent Employee Compensation Articles Holidays &#038; Entertaining Employees also have...]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Why Use Freshteam To Manage Your Time Off Accrual Policy?</a></li>
<li><a href="#toc-1">Vacation Payout When Employment Ends</a></li>
<li><a href="#toc-2">How To Calculate Vacation Pay For Hourly Employees</a></li>
<li><a href="#toc-3">Sick Leave For Exempt Monthly And Non</a></li>
<li><a href="#toc-4">Recent Employee Compensation Articles</a></li>
<li><a href="#toc-8">Holidays &#038; Entertaining</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="How to Calculate Accrued Vacation Pay"/></p>
<p>Employees also have the option to defer any portion of their unused PTO hours to a 403 tax sheltered annuity and/or 457 deferred compensation account. To defer unused PTO hours, employees must have an account established with an approved provider prior to separation.</p>
<p>If you assign vacation time in small chunks on each pay period, you will need to divide the number of hours each employee receives in vacation time by the number of pay periods in a year. If you have twice-monthly pay periods, there are 24 in a year, while bi-weekly pay happens 26 times. If you pay weekly, you will divide your vacation time by the 52 weeks in a year.</p>
<p>Eligible employees who separate from the University are paid for their accumulated vacation hours up to the amount they earn in one year. Can track the dollar balance of employee vacation earned but not yet paid. Accrued vacation can be paid out with each pay cheque, or it can accumulate in a payroll liability account to be paid out later. Your employer should indicate in your employment contract which, if any, holidays you have off, and if you were to be paid for that time off. There are no North Carolina laws that require employers to offer their employees vacation pay. Instead, the law states that employers are under no obligation to provide vacation pay.</p>
<h2 id="toc-0">Why Use Freshteam To Manage Your Time Off Accrual Policy?</h2>
<p>Your to-do list is long and calculating PTO accrual can eat up a big chunk of your day. To make your work life easier, incorporate Sling— the most multifaceted employee scheduling platform available — into your workflow. That said, once an employee accumulates a week’s worth of hours (e.g., 40), the math is very similar to the daily calculation. For every day an employee works, they will receive 0.32 hours of PTO.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="How to Calculate Accrued Vacation Pay"/></p>
<p>Therefore, always keep an eye on the competitors’ policies and the industry standards to avoid losing talent. Employees with more than five years of service accrue 25 days of PTO each year. Employees with less than two years of service accrue ten days of PTO each <a href="https://www.bookstime.com/articles/how-to-calculate-accrued-vacation-pay">How to Calculate Accrued Vacation Pay</a> year. Employees will continue to use the Kronos timekeeping system when requesting time away from work. New pay codes are being created to support the transition to the myPTO program. Please be advised that the calculator is for estimation purposes only.</p>
<h2 id="toc-1">Vacation Payout When Employment Ends</h2>
<p>Let&#8217;s also assume that the company has only one full-time employee who began working at the company on January 1 of the current year and has an hourly pay rate of $26. In the current year, this employee will earn vacation pay of $3,120 (120 hours x $26), or $60 per week ($3,120 per year divided by 52 weeks).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px" alt="How to Calculate Accrued Vacation Pay"/></p>
<p>I encourage you to have an experienced employment law attorney carefully review the specific terms of your employment offer and contract if you feel that you employer may not be paying you fairly. Employees accrue vacation hours based on their employee classification and length of service. To maintain balance in the accounting books of the business, an accrued vacation should be recorded in the journal. It is still the responsibility of the employer to decide on how best to go about this. The journal entry could be done annually, quarterly or monthly. It is therefore important that these accrued vacation days are properly recorded.</p>
<h2 id="toc-2">How To Calculate Vacation Pay For Hourly Employees</h2>
<p>The employee might be able to decide whether they want to roll over time off, cash it out, or do a mix of the two options. And when an employee leaves your business, you may need to pay out accrued time off and include it in their final pay. Use this calculator for partial month calculations by entering only the days for which you wish to calculate the accruals.</p>
<p>Take the number of hours they can earn in PTO and divide by your total working hours in the year. You want employees to have the potential to earn 40 hours of PTO per year. To make a journal entry, credit the vacation payable account and debit the expense account. Additionally, if your denial will cause a classified employee to exceed the 240-hour maximum accrual, you should submit a request for extension to Human Resources immediately. For example, if your first day is February 7, you will accrue a full month’s hours for the month of February.</p>
<ul>
<li>It is entirely up to the employer to determine who’s eligible to avail PTO, how many days are available each year, and how PTO accrues.</li>
<li>You voluntarily exceed the 240-hour limit and use any excess hours over 240 before your next anniversary date.</li>
<li>This policy applies to all benefits eligible staff employees.</li>
<li>We are in the midst of a public mental health crisis; how employers can help Do not ignore these issues or your employees who are living with them.</li>
<li>An employee cannot accrue more than one and one-half (1.5) times their annual vacation accrual.</li>
<li>It falls within the jurisdiction of an employee to decide on how unused vacation will be treated in the books.</li>
<li>Decide how different types of employees (part-time, full-time, contractors, interns) and from when the employees would be eligible to accrue time offs.</li>
</ul>
<p>Creating a time-off policy is the first step in setting up your PTO accrual policy. Building a policy becomes less of a hassle with holidays, calendars, and workweeks of around 18 countries built-in. The employees of your organization are the ultimate beneficiaries of the vacation accrual policy. It only makes sense to ask them how they would like to earn and accrue their PTO.</p>
<h2 id="toc-3">Sick Leave For Exempt Monthly And Non</h2>
<p>Note that sick leave which is kept separate and not combined into any type of PTO plan is not a vested benefit and therefore does not need to be paid out at termination. Create a time off tracking system that’s available to all employees. This can be as simple as a Google Sheet, shared calendars or a whiteboard. As long as the multiplier is based on your yearly hours worked, minus the hours you take off, then all should be correct. My situation is similar to Doug’s, except my employees get 1 week after 1 year; 2 weeks after 3 years and 3 weeks after 6 years of employment.</p>
<ul>
<li>If you do exceed the maximum, though, work with your manager to schedule time off in order to bring your balance to 240 hours or less.</li>
<li>It is usually paid in the ‘Full and Final settlement’ that employees receive as part of the termination.</li>
<li>Accrued vacation is a vital concept in accounting for businesses.</li>
<li>The second year she was paid $50k again except that this time $48k came from the wages account and $2k from the accruals account.</li>
</ul>
<p>The employee&#8217;s anniversary date is also a popular time for employees who start in the middle of the calendar year. I have a question an employee from my company was hired on Nov 1, 2016, and left Feb10, 2017. I admit I’ve never seen a scenario like this before but here are my thoughts on what I see here.</p>
<h2 id="toc-4">Recent Employee Compensation Articles</h2>
<p>Are vacation hours accrued during the year they will be paid or during the previous year? If you are using our service to track accruals, you can set this number in the system. Then your employees will earn appropriate PTO automatically regardless of whether they work 50 hours a week or 30. For this accrual rate, it’s really nice to have a system do the work for you because this is a little more math-heavy than the other accrual rates.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="How to Calculate Accrued Vacation Pay"/></p>
<p>That’s because in some states, sick leave must be paid out upon termination, while PTO doesn’t have to be. In the examples above, we used a weekly pay cycle and a standard five-day, 40-hour workweek. That accrual rate would be 1.52 hours of PTO earned for each week worked. If you&#8217;re fortunate enough to receive paid time off—aka PTO—or paid holidays, you know the anticipation of waiting for the next day off. The darker flipside of PTO is that you probably also know the stress of managing your time off. An employee may take no more vacation at any one time than is earned in one year, even if the number of vacation hours accrued exceeds this amount.</p>
<p>The employment law team at the Law Offices of James Scott Farrin fights hard for employees who feel that their employers have made discriminatory decisions about their vacation and holiday pay. All continuous employment for full-time and part-time employees on vacation eligible payrolls will be counted in determining length of service at the Institute for vacation purposes. Prior to requesting vacation leave, an employee should check to determine his or her current balance. Supervisors have responsibility for coordinating and approving vacation schedules of their employees, following employees&#8217; preferences whenever work requirements in the department permit.</p>
<h2 id="toc-5">How Much Is Your Paid Time Off Really Worth? Here&#8217;s How To Find Out</h2>
<p>Vacation accrued after a change in schedule is based on the new schedule. Multiply the number of pay periods by the accrual rate to get the current PTO bank. If PTO has been used in this period, subtract those hours from the total you find.</p>
<h2 id="toc-6">Business Math: How To Calculate Pto And Vacation Accrual</h2>
<p>The amount of compensation you may receive largely depends on the agreement you made with your employer when you accepted the position. Did you employer agree to pay you for accrued vacation pay upon termination? Were policies about paid holidays and PTO specified in the contract? The terms of your employment contract should dictate if and how you are to be compensated for vacation and holiday pay. This example represents an employee working 40 hours per week, and the employee will accrue 40 hours of paid time off per year, per the PTO policy, and be given 48 holiday hours.</p>
<h2 id="toc-7">How Do You Calculate Accrued Vacation? Journal Entry Included</h2>
<p>If you are not, your employer may be taking advantage of you. Employees who qualify may be granted two illness/injury periods within a rolling 12 months, up to a combined maximum of 480 hours.</p>
<p>There are numerous accrual methods for a company to choose from, and they’re not all created equally. Tracking PTO, vacation, personal, holiday, and sick days involves a lot of math and time to accomplish by hand. This article will discuss the variety of accrual methods, bank balances, and how to calculate them correctly to save time and improve attendance. To calculate the amount, subtract the used vacation time from the total, and multiply by the hourly rate. The vacation payable account gets a credit entry because accrued vacation is a liability to the company. When the liabilities of a business increase, it is recorded as a credit entry. However, when there is a decrease in the liability of a business, it is recorded as a debit entry.</p>
<p>For each month of service, a part-time employee accrues the number of hours equivalent to one &#8220;average day,&#8221; that is, the normal hours per week divided by five. Any accrual method that deals with time periods larger than the day is biased toward full-time employees. Below we’ll talk about how to determine a daily PTO accrual rate.</p>
<p>This allows you to determine a calculation method that works best for the type of employment you offer such as salaried employees, part-time hourly employees and seasonal employees. Vacation pay, or paid time off , is a type of employee benefit that employers provide to their staff members. Companies that offer vacation pay may experience increased employee morale and loyalty. This is because they feel that their employer cares about their health and well-being outside of the office. Another consideration when managing PTO accruals is determining whether you’ll allow your employees to have a negative PTO balance. That can happen, for example, if you offer two weeks of PTO a year and an employee wants to use it all in February. You’d need to track the PTO used before it’s been earned, resulting in a negative PTO balance for that worker.</p>
<p>It doesn’t matter what their actual work hours are each week, as the accrual rate will accurately determine how much PTO they’ve earned that pay period. You then have to determine how many weeks per year your business operates so that you can calculate how many work hours per year employees are eligible to accrue PTO annually. This “hours per year” number is used as the denominator when calculating your PTO accrual <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> rate. Hourly or part-time employees should consider providing PTO based on the number of hours worked. Accrued vacation pay and accrued vacation time are independent of each other. Paying out accrued vacation as a lump sum does not reduce accrued vacation time on the employee record. Similarly, entering a timecard line using Pay Type 5 &#8211; Vacation does not reduce the balance of an employee&#8217;s accrued vacation pay .</p>
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