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	<title>VJL IT Augments - Helping Clients From Ideas To Applications &#187; Bookkeeping</title>
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		<title>What is Form W-7: Application for IRS Individual Taxpayer Identification Number</title>
		<link>https://www.itaugments.com/what-is-form-w-7-application-for-irs-individual/?utm_source=rss&#038;utm_medium=rss</link>
		<comments>https://www.itaugments.com/what-is-form-w-7-application-for-irs-individual/#comments</comments>
		<pubDate>Mon, 04 Dec 2023 08:43:00 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Instead, they can apply for an Individual Taxpayer Identification Number, or ITIN, financial statement analysis and valuation 6e by submitting Form W-7 to the IRS. If none of the in-person options work for you, you can still submit your application by mail. We strongly suggest that you get certified copies of all your documents instead [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-cTRQIZCjWKJlAg1x-300x172.png?utm_source=rss&utm_medium=rss" width="208px" alt="apply for itin in person"/></p>
<p>Instead, they can apply for an Individual Taxpayer Identification Number, or ITIN, <a href="https://www.kelleysbookkeeping.com/financial-statement-analysis-valuation-6e/?utm_source=rss&utm_medium=rss">financial statement analysis and valuation 6e</a> by submitting Form W-7 to the IRS. If none of the in-person options work for you, you can still submit your application by mail. We strongly suggest that you get certified copies of all your documents instead of sending originals.</p>
<h2>Who Needs an ITIN or Individual Tax Identification Number?</h2>
<p>We also  suggest you send the application and documents by certified mail so you’ll have evidence of when you filed the application and where you sent it. The above article is intended to provide generalized financial information designed to educate a broad segment of the public; it does not give personalized tax, investment, legal, or other business and professional advice. An ITIN may be assigned to an alien dependent from Canada or Mexico if that dependent qualifies a taxpayer for a child or dependent care credit (claimed on Form 2441). The Form 2441 must be attached to Form W-7 along with the U.S. federal tax return. All Form W-7 applications, including renewals, must include a U.S. federal tax return unless you meet an exception to the filing requirement.</p>
<ol>
<li>The Individual Tax Identification Number, or ITIN, allows taxpayers who don&#8217;t have a Social Security Number (SSN) to file income tax returns.</li>
<li>As long as you qualify for a refund, and you have filed your taxes correctly, then yes.</li>
<li>Incomplete or incorrect applications may take longer to process.</li>
<li>A certified copy is one that the original issuing agency provides, and certifies as an exact copy of the original, and contains an official stamped seal from the agency.</li>
<li>You can file Form W-7, Application for IRS Individual Taxpayer Identification Number (ITIN), with your federal income tax return.</li>
</ol>
<h2>TURBOTAX ONLINE/MOBILE PRICING</h2>
<p>Apply for an ITIN in-person using the services of an IRS-authorized Certifying Acceptance Agent. This will prevent you from having to mail your proof of identity and foreign status documents. If you qualify for an exception, then file Form W-7 with your proof of identity and foreign status documents and supporting documentation for the exception. An ITIN is only for use with federal tax filings and does not change a person&#8217;s residency or immigration status. It also expires at the end of the current year if not used on a federal tax return in the last 3 years. You can apply for an ITIN any time during the year when you have a filing or reporting requirement.</p>
<h2>What is Form W-7: Application for IRS Individual Taxpayer Identification Number</h2>
<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/equity-definition-f098.jpg?utm_source=rss&utm_medium=rss" width="201px" alt="apply for itin in person"/></p>
<p>A certified copy is one that the original issuing agency provides, and certifies as an exact copy of the original, and contains an official stamped seal from the agency. Certifying Acceptance Agents and many Taxpayer Assistance Centers, discussed below, may also certify certain documents. The IRS has a long list of documents or combinations of documents that can show your status and identity. ITIN holders must verify their identity through the video chat process and will need a valid email address, proof of ITIN, one primary document and one secondary document. Taxpayers with an ITIN can complete the registration process to access their IRS online account, which provides&nbsp;balance due, payment history, payment plans, tax records, and more.</p>
<p>This number keeps track of the years you’ve worked in the U.S. and your lifetime earnings. Once you apply for an ITIN, you can expect to hear from the IRS about the status of your application within seven weeks. Anyone who earns income from the U.S. is required to get a tax ID number, since they’re obligated to pay taxes on what they earn. Like Social Security numbers, the ITIN is also nine digits long. If you’re a qualifying non-resident or a resident alien (green card holder), you, your spouse, and your dependents can receive an ITIN. The taxpayer Bill of Rights is grouped into 10 easy to understand categories outlining the taxpayer rights and protections embedded in the tax code.</p>
<p>If you’re unsure whether you need an ITIN, check with your employer.</p>
<h2>Can I get the Earned Income Tax Credit with an ITIN?</h2>
<p>ITIN holders <a href="https://www.online-accounting.net/turbotax-review/?utm_source=rss&utm_medium=rss">turbotax review</a> are no different from SSN holders when it comes to getting a tax refund. See how much you can save when a TurboTax expert does your taxes, start to finish. As an independent organization within the IRS, the Taxpayer Advocate Service helps taxpayers resolve problems and recommends changes that  will prevent problems. Simple Form 1040 returns only (no schedules except for Earned Income Tax Credit, Child Tax Credit and student loan interest). You should expect to hear back from the IRS about your approval status after no more than seven weeks — look for a letter in the mail with your ITIN when your application is approved. A Social Security number is only issued for citizens and qualifying resident aliens, such as green card holders.</p>
<p>The application — Form W-7,&nbsp;Application for IRS Individual Taxpayer Identification Number&nbsp;— asks details about why you need an ITIN and requires you to send in certain documents to prove your foreign status and identity. Anyone who needs to file a U.S. tax return can get an ITIN, regardless of their U.S. immigration status. According to the IRS, it takes 6 to 10 weeks to obtain an ITIN. An ITIN will <a href="https://www.accountingcoaching.online/is-a-masters-degree-in-accounting-worth-it/?utm_source=rss&utm_medium=rss">is a master’s degree in accounting worth it</a> expire at the end of the current year if it is not used on a federal tax return in the last 3 years. You can apply for an ITIN by bringing your completed forms and documentation to any&nbsp;IRS Taxpayer Assistance Center office.</p>
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		<title>Retail Inventory Method: When To Use It &amp; A Better Alternative</title>
		<link>https://www.itaugments.com/retail-inventory-method-when-to-use-it-a-better/?utm_source=rss&#038;utm_medium=rss</link>
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		<pubDate>Thu, 03 Aug 2023 18:45:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Many sellers and wholesalers find the RIM useful when they’re working with predictable inventory items — that is, large volumes of goods with consistent mark-up value. Likewise, some warehouses can take advantage of this method, given that the types of products they store don’t change in value from season to season (or they have a [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/11e29f49-3afd-4787-996a-738d3f327de2.jpg?utm_source=rss&utm_medium=rss" width="255px" alt="retail method formula"/></p>
<p>Many sellers and wholesalers find the RIM useful when they’re working with predictable inventory items — that is, large volumes of goods with consistent mark-up value.  Likewise, some warehouses can take advantage of this method, given that the types of products they store don’t change in value from season to season (or they have a very slow turnover ratio). It’s recommended that sellers only use the retail inventory method when their merchandise has a consistent mark-up percentage.</p>
<h2>All About Sales</h2>
<p>However, it’s more complicated <a href="https://www.bookstime.com/articles/retail-accounting?utm_source=rss&utm_medium=rss">retail accounting</a> when you run a store with many SKUs, like a boutique or grocery store, for example. This inventory accounting method is a shortcut to estimating your stock’s value. The retail inventory method (RIM) is an accounting tool that quickly estimates the value of your merchandise.</p>
<ul>
<li>Retail accounting helps you track the cost of goods sold and the cost of sales of your business.</li>
<li>The weighted average cost method calculates an average cost per unit by weighting the cost of inventory items purchased throughout the year.</li>
<li>Another concern regarding the retail inventory method has to do with demand forecasting.</li>
<li>Retail accounting is an inventory valuation method that allows you to estimate your inventory value assuming prices are the same across units.</li>
<li>In this inventory costing method, you’ll calculate inventory value, considering that the goods you acquired last are the first ones you sell.</li>
</ul>
<h2>Advantages of the retail inventory method</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/book-balance-definition-scaled-1-300x200.jpeg?utm_source=rss&utm_medium=rss" width="254px" alt="retail method formula"/></p>
<p>This method is a quick and efficient way to estimate the value of your inventory. That allows you to dedicate more time to integral business processes, including sales and customer service. By sales we mean the retail value (i.e., price to customers with a markup) of the products you sold during this time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/virtual-cfo-300x200.jpg?utm_source=rss&utm_medium=rss" width="259px" alt="retail method formula"/></p>
<h2>Retail Inventory Method FAQs</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/Outsourced-Accounting-Services-300x300.jpg?utm_source=rss&utm_medium=rss" width="254px" alt="retail method formula"/></p>
<p>To avoid stalling operations, many retailers rely on the retail inventory method to account for their inventory. While not identical to a physical count, the retail inventory method can help retailers get an idea of how much inventory they have without getting bogged down counting every unit. All retailers are different, and the retail inventory method is an optimal <a href="https://www.bookstime.com/?utm_source=rss&utm_medium=rss">https://www.bookstime.com/?utm_source=rss&utm_medium=rss</a> accounting strategy for specific types of retailers. Furthermore, the retail inventory method is part of the Generally Accepted Accounting Principles (GAAP) provided by the American Institute of CPAs.</p>
<h2>The 7 Best Ecommerce Platforms for Small Business</h2>
<p>As you get closer to your reorder point, Cogsy will automatically send you a replenish alert, reminding you it’s time to (re)stock your shelves. Thanks to these reliable alerts, you can feel confident you’re ordering the right products at the right time to avoid a stockout. If, for any reason, you have different markups — say, because of an increased price for raw materials — your results will be inaccurate. And these inaccurate results can lead to poor forecasting for your business (meaning stockout or dead stock situations). The retail inventory <a href="https://home.treasury.gov/policy-issues/cares?utm_source=rss&utm_medium=rss">CARES Act</a> method definitely has its advantages, but there are also some obvious drawbacks.</p>
<ul>
<li>This number tells you how much of a product’s retail price is made up of costs.</li>
<li>This, in turn, keeps your inventory value low (without the inventory risk of being unable to meet customer expectations).</li>
<li>Using the example above, your inventory was $3,200, total sales were $3,750, and the cost-to-retail ratio was 40%.</li>
<li>This is how much revenue you earned from total sales over a specific time period.</li>
<li>First-in, First-out (FIFO) is where the first items your brand acquires are also the first to be sold, used, or disposed of.</li>
<li>The Retail Inventory Method refers to an accounting approach followed by retailers to determine the value of unsold inventory.</li>
</ul>
<div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/cFtJFQ_HTf8'?utm_source=rss&utm_medium=rss frameborder='0' alt='retail method formula' allowfullscreen></iframe></div>
<p>This, in turn, keeps your inventory value low (without the inventory risk of being unable to meet customer expectations). So, you can avoid common forecasting woes and project customer demand with pinpoint accuracy. Rachel is a Content Marketing Specialist at ShipBob, where she writes blog articles, eGuides, and other resources to help small business owners master their logistics.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/c0db06a22a.jpg?utm_source=rss&utm_medium=rss" width="259px" alt="retail method formula"/></p>
<h2>Suits to seasonal businesses</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/771d001f43.jpg?utm_source=rss&utm_medium=rss" width="255px" alt="retail method formula"/></p>
<p>For example, let’s say you previously marked up shirts by 50% but then increase prices by 15%, giving you an effective 57.5% markup. To avoid this, review your markup percentages regularly, especially after price changes or new product launches. Calculate your cost of sales by adding up all your sales and then multiplying the total by your cost-to-retail ratio.</p>
<h2>Retail inventory method calculation</h2>
<p>Your inventory value would then be $180 since you have  five basketballs left purchased for $6 each and 30 left for $5 each. So double-check your vendor invoices, receipts, and accounting records to ensure purchase costs are recorded accurately for each category. So remember to update your records and calculations in your retail inventory software when product prices change. Follow these steps to use the retail inventory method to calculate your monthly ending inventory. There are many ways to keep a pulse on the value of your inventory, but the retail inventory method is one of the fastest and most cost-efficient ways to do it on a monthly basis.</p>
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		<title>General Ledger Reconciliations: How to Conduct GL Recs</title>
		<link>https://www.itaugments.com/general-ledger-reconciliations-how-to-conduct-gl/?utm_source=rss&#038;utm_medium=rss</link>
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		<pubDate>Thu, 06 Jul 2023 16:47:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[This document summarizes&#160;banking&#160;and business activity,&#160;reconciling&#160;an entity&#8217;s bank account with its financial records. Bank reconciliation statements&#160;confirm that payments have been processed and cash collections have been deposited into a&#160;bank&#160;account. Most importantly, reconciling your bank statements helps you catch fraud before it&#8217;s too sample balance sheet and income statement for small business late. It&#8217;s important to keep [&#8230;]]]></description>
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width="202px" alt="reconciliation accounting"/></p>
<p>
<p>This document summarizes&nbsp;banking&nbsp;and business activity,&nbsp;reconciling&nbsp;an entity&#8217;s bank account with its financial records. Bank reconciliation statements&nbsp;confirm that payments have been processed and cash collections have been deposited into a&nbsp;bank&nbsp;account. Most importantly, reconciling your bank statements helps you catch fraud before it&#8217;s too <a href="https://www.business-accounting.net/sample-balance-sheet-and-income-statement-for/?utm_source=rss&utm_medium=rss">sample balance sheet and income statement for small business</a> late. It&#8217;s important to keep in mind that consumers have more protections under federal law in terms of their bank accounts than businesses.</p>
</p>
<p>
<h2>Step 5: Prepare and Post Adjusting Journal Entries</h2>
</p>
<p>
<p>So it is especially important for businesses to detect any fraudulent or suspicious activity early on—they cannot always count on the bank to cover fraud or errors in their account. Reconciliation in accounting is not only important for businesses, but may also be convenient for households and individuals. It is prudent to reconcile credit card accounts and checkbooks on a regular basis, for example.</p>
</p>
<p>
<p>Account reconciliation is a process that involves identifying discrepancies between business ledgers and outside source documents. Accuracy and strict attention to detail are the fundamental principles of this process. Various factors, such as timing differences, missing transactions, and mistakes can cause these discrepancies. Intercompany reconciliation is a process that occurs between units, divisions, or subsidiaries of the same parent company. This type of reconciliation involves reconciling statements and transactions to ensure that all business units are on the same page  financially.</p>
</p>
<p>
<h2>Which Accounts Should Be Reconciled Regularly?</h2>
</p>
<p>
<p>Larger businesses with several branches may also need to complete intercompany reconciliations. A profit and loss statement, also known as an income statement summarizes revenue and expenses that have been incurred during a specific period. Balance sheets and profit and loss statements are both essential resources for determining the financial health of your business. The charge would have remained, and your bank balance would have been $2,000 less than the balance in your general ledger. Lastly, in the United States, account reconciliation is crucial to help companies comply with federal regulations applied by the Securities and Exchange Commission (SEC) under the Sarbanes-Oxley Act.</p>
</p>
<p><img 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" width="207px" alt="reconciliation accounting"/></p>
<p>
<p>The company’s current revenue is $9 million, which is way too low compared to the company’s projection. While scrutinizing the records, the company finds that the rental expenses for its premises were double-charged. The company lodges a complaint with the landlord and is reimbursed the overcharged amount. In the absence of such a review, the company would’ve lost money due to a double-charge. In both cases where mistakes are identified as a result of the reconciliation, adjustments should be undertaken in order for the account balance to match the supporting information. Businesses are generally advised to reconcile their accounts at least monthly, but they can do so as often as they wish.</p>
</p>
<p>
<ol>
<li>Larger businesses with several branches may also need to complete intercompany reconciliations.</li>
<li>Businesses are generally advised to reconcile their accounts at least monthly, but they can do so as often as they wish.</li>
<li>For example, Company XYZ is an investment fund that acquires at least three to five start-up companies each year.</li>
<li>This reconciliation involves rolling forward fixed asset balances, accounting for purchases, sales, retirements, and accumulated depreciation.</li>
<li>Still, the supporting documentation (i.e., credit card processing statement) has a balance of $300,000.</li>
</ol>
<p>
<p>Businesses that follow a risk-based approach to reconciliation will reconcile certain accounts more frequently than others, based on their greater <a href="https://www.personal-accounting.org/inventory-turnover-ratio-formula-calculator/?utm_source=rss&utm_medium=rss">inventory turnover ratio formula + calculator</a> likelihood of error. With these steps, you can ensure that both ledgers match and reflect true financial data. Stated simply, any account in a balance sheet reconciliation fits under the umbrella of general ledger reconciliations. Not every account in general ledger reconciliations are part of balance sheet reconciliations. The important thing is to establish internal processes for account reconciliation and adhere to those processes.</p>
</p>
<p>
<h2>How to reconcile balance sheet accounts</h2>
</p>
<p>
<p>The bank discovered that the mysterious transaction was a bank error, and therefore, reimbursed the company for the incorrect deductions. Rectifying the bank errors bring the bank statement balance and the cash book balance into an agreement. Reconciliation is used by accountants to explain the difference between two financial records, such as the bank statement and cash book. Any unexplained differences between the two records may be signs of financial misappropriation or theft. The document review  method involves reviewing existing transactions or documents to make sure that the amount recorded is the amount that was actually spent.</p>
</p>
<p>
<h2>How Often Should Individuals Reconcile Their Bank and Credit Card Statements?</h2>
</p>
<p>
<p>If there are any differences between the accounts and the amounts, these differences <a href="https://www.accountingcoaching.online/variance-analysis-meaning-types-advantages-and/?utm_source=rss&utm_medium=rss">variance analysis: meaning types advantages and limitations</a> need to be explained. Reconciling your bank statements allows you to identify problems before they get out of hand. Because the individual is fastidious about keeping receipts, they call the credit card to dispute the amounts.</p>
</p>
<p>
<p>After an investigation, the credit card is found to have been compromised by a criminal who was able to obtain the company&#8217;s information and charge the individual&#8217;s credit card. The individual is reimbursed for the incorrect charges, the card is canceled, and the fraudulent activity stopped. The account conversion method is where business records such as receipts or canceled checks are simply compared with the entries in the general ledger. This includes the original transaction records, notes on discrepancies, and copies of adjusting journal entries. Having accurate and comprehensive records helps in cross-verifying transactions and balances.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Inventory Accounting: A Guide to An Efficient Warehouse</title>
		<link>https://www.itaugments.com/inventory-accounting-a-guide-to-an-efficient/?utm_source=rss&#038;utm_medium=rss</link>
		<comments>https://www.itaugments.com/inventory-accounting-a-guide-to-an-efficient/#comments</comments>
		<pubDate>Fri, 06 Jan 2023 14:48:51 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.itaugments.com/?p=22331</guid>
		<description><![CDATA[In this method, you need to debit the overhead cost and credit the raw material inventory to record indirect raw material. Now, indirect raw material inventory is typically accounted for in the following two ways. It either forms part of manufacturing overheads and is then allocated to COGS. This is because the amount of raw [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/10776129-1b62-4bc5-996c-a128b2650636.png?utm_source=rss&utm_medium=rss" width="258px" alt="inventory account"/></p>
<p>In this method, you need to debit the overhead cost and credit the raw material inventory to record indirect raw material. Now, indirect raw material inventory is typically accounted for in the following two ways. It either forms part of manufacturing overheads and is then allocated to COGS. This is because the amount of raw material needed varies with the change in the output. In this article, we will discuss what are raw materials, types of raw materials, and how to calculate raw materials inventory.</p>
<h2>What is inventory accounting and why do it?</h2>
<p>Inventory is the total of raw materials, work in process (WIP), finished goods and merchandise purchases that a business holds for sale in the ordinary course of business. The important point to remember here is that the goods are intended for sale. The LIFO method assumes that the last items purchased or manufactured are the first ones sold or used. This method may not align with the actual flow of inventory in many companies but can be advantageous for tax purposes. LIFO can result in lower profitability and tax obligations as the cost of the most recent, higher-priced inventory is assigned to COGS first. The FIFO method assumes that the first items purchased or manufactured are the first ones sold or used.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/1cde7c86-45bf-481b-99af-379305500574-300x200.jpg?utm_source=rss&utm_medium=rss" width="259px" alt="inventory account"/></p>
<h2>Division of Financial Services</h2>
<p>Businesses should establish audit procedures and schedules to maintain the integrity of their inventory data. Accurate inventory bookkeeping data allows businesses to make informed decisions and plan effectively. With a clear understanding of stock levels and costs, companies can adjust production schedules, create purchasing strategies, optimize storage space, and align inventory levels with customer demand.</p>
<ul>
<li>Therefore, as a manufacturing unit, you are able to determine the quantity of inventory that you must order at which the cost would be minimum.</li>
<li>Inventory are the items that your business has bought, with the intention of on-selling to customers.</li>
<li>It includes direct materials costs, labour costs, and manufacturing costs but does not include indirect expenses, such as marketing costs, distribution costs, and taxes.</li>
<li>Most businesses in the U.S. use either FIFO or LIFO, while some sole proprietors may opt to use average cost.</li>
<li>This method applies the double-entry accounting principle and provides a more accurate indication of a business’s current financial position.</li>
</ul>
<h2>Weighted Average Cost (WAC)</h2>
<ul>
<li>The FIFO method assumes that the first items purchased or manufactured are the first ones sold or used.</li>
<li>Collaborating with suppliers can lead to better pricing, timely deliveries, and improved inventory availability.</li>
<li>Thus, raw materials are the primary inputs that your business makes use of to manufacture finished products.</li>
<li>A mistaken inventory count can make it look as though a company has done more or less business than it actually has, affecting both its current and future overall valuation.</li>
<li>Alternatively, the simplest way of accounting for landed costs is to use a system, like Brightpearl that supports this, giving you access to your true cost across products and purchases.</li>
</ul>
<p>Inventory shrinkage&nbsp;refers to the difference between recorded <a href="https://www.bookstime.com/?utm_source=rss&utm_medium=rss">https://www.bookstime.com/?utm_source=rss&utm_medium=rss</a> inventory levels and the actual physical inventory levels in a business. Because any inventory shrinkage counts as a discrepancy in accounting it must be balanced in journal entries with an inventory write-off. Through the use of accounting software such as FreshBooks, you can further streamline your inventory accounting process. When talking about inventory accounting, it’s also important to mention inventory management. Inventory accounting is the section of accounting that deals with the valuation of products in your inventory.</p>
<p>This will show income (credit &#8211; C) to the operating account and an expense (debit &#8211; D) to the customer’s account that is receiving the inventory. A write-down occurs if the market value of the inventory falls below the cost reported on financial statements. A write-off involves completely taking the inventory off the books when it’s identified as no longer being of value to a business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/predetermined-overhead-rate-300x200.jpg?utm_source=rss&utm_medium=rss" width="254px" alt="inventory account"/></p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/eJYWHrqQIE4'?utm_source=rss&utm_medium=rss frameborder='0' alt='inventory account' allowfullscreen></iframe></div>
<p>When you buy an inventory item, it is recorded as a cost and an asset. Accurate inventory records provide for efficient operations and allow accountants to correctly value a company’s inventory <a href="https://www.bookstime.com/articles/inventory-accounting?utm_source=rss&utm_medium=rss">inventory account</a> property. It breaks down the essential terms, methodologies and best practices that ensure accurate accounting for inventory. When it comes to the end of a business’ accounting period, it is somewhat unlikely that the business has sold the entirety of its inventory.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/real-estate-img-2.png?utm_source=rss&utm_medium=rss" width="254px" alt="inventory account"/></p>
<p>Not only does inventory management software  make things easier, but it reduces errors, syncs with your other systems, and securely stores your data. You may also need to store your shoes in warehouses before they are sold—this is a carrying cost that would be included in your inventory amounts. With QuickBooks inventory <a href="https://www.instagram.com/bookstime_inc?utm_source=rss&utm_medium=rss">https://www.instagram.com/bookstime_inc?utm_source=rss&utm_medium=rss</a> management, you always know what’s selling and what you need to order.</p>
<p>It is one of the 5 types of inventory items used to supplement the production process in a manufacturing unit. This is because excessive raw materials inventory could result in spoilage, damage, theft, obsolescence,etc. Therefore, inventory management is crucial for businesses large and small. Each production unit undertakes the process of making a raw material into a finished product. Thus, raw materials are the primary inputs that your business makes use of to manufacture finished products. You either extract these materials from minerals, manufacture them on-site, or buy from suppliers.</p>
<ul>
<li>This takes into account the cost of inventory, not just the oldest or newest.</li>
<li>Inventory accounting is how a business values its stock on hand, breaks down purchase costs, and stays profitable.</li>
<li>And the second part is the closing inventory appearing on the balance sheet of your company.</li>
<li>Other topics will include pros and cons, cost of sale explanation, inventory accounting methods, and more.</li>
<li>When inventory items are acquired or produced at varying costs, the company will need to make an assumption on how to flow the changing costs.</li>
<li>You’ll need to carefully do your research, test drive a couple of top contenders, then choose an option that is reliable and easy to use.</li>
</ul>
<h2>How is Inventory Classified in Accounting?</h2>
<p>It is equal to the ending inventory of the previous accounting period. Products and components often account for the greatest capital outlay in a business. Because of this, inventory accounting plays a critical role in maintaining the profitability and liquidity of any product-based business. A business’s management of both their inventory purchases and inventory turnover has to follow the  Generally Accepted Accounting Principles, or GAAP, rules. This requires that all inventory must be properly accounted for using either the cost method or the market value method.</p>
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