{"id":1283,"date":"2021-07-19T15:53:46","date_gmt":"2021-07-19T15:53:46","guid":{"rendered":"https:\/\/akrokorinthos.gr\/?p=1283"},"modified":"2024-12-23T21:17:07","modified_gmt":"2024-12-23T21:17:07","slug":"the-fifo-method-first-in-first-out","status":"publish","type":"post","link":"https:\/\/akrokorinthos.gr\/?p=1283","title":{"rendered":"The FIFO Method: First In, First Out"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"what is fifo?\"\/><\/p>\n<p><p>Inventory accounting methods are used to track the movement of inventory and record appropriate and relevant costs. You can manage inventory costs efficiently by recording your most recent purchases or productions in the order they occur. FIFO ensures that the COGS accurately reflects the current market prices by first using the oldest inventory\u2019s cost. You can align your current business costs more precisely with the inventory outflow. It will help better accounting and a realistic picture of your business. FIFO, an acronym for First In, First Out, is a cornerstone principle in inventory management and accounting practices.<\/p>\n<\/p>\n<p><p>Under FIFO, the value of ending inventory is the same whether you calculate on the periodic basis or the perpetual basis. The ending inventory at the end of the fourth day is $92 based on the FIFO method. On 2 January, Bill launched his web store and sold 4 toasters on the very first day. The wholesaler provides a same-day delivery service and charges a flat delivery fee of $10 irrespective of the order size. Bill sells a specific model of a toaster on his website for $12 apiece.<\/p>\n<\/p>\n<p><p>Three units costing $5 each were purchased earlier, so we need to remove them from the inventory balance first, whereas the remaining seven units are assigned the cost of $4 each. Along with the best practices, come <a href=\"https:\/\/www.day-trading.info\/how-to-learn-technical-analysis-fundamental-and\/\">How to learn technical analysis<\/a> a series of common mistakes we caution you to avoid. Firstly, ignoring stock rotation can result in older inventory being overlooked. Next, inaccurate record-keeping can lead to errors in COGS calculations.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='561' height='319' src='https:\/\/www.youtube.com\/embed\/g2hUdZk4cL0' frameborder='0' alt='what is fifo?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Create a Free Account and Ask Any Financial Question<\/h2>\n<\/p>\n<p><p>The sale of one snowmobile would result in the expense of $50,000 (FIFO method). Therefore, it results in poor matching on the income statement as the revenue generated from the sale is matched with an older, outdated cost. The remaining unsold 150 would remain on the balance sheet as inventory at the cost of $700. As LIFO is the opposite of FIFO, it typically results in higher recorded COGS and lower recorded ending inventory value, making recorded profits seem smaller.<\/p>\n<\/p>\n<p><p>Understanding the potential downsides of FIFO is crucial for businesses to make informed decisions about their inventory valuation methods. Below, we delve into the key disadvantages of the FIFO method, highlighting scenarios where it might pose challenges or be less advantageous. They will handle all of the tedious calculations for you in the background automatically in real-time. Therefore, it will provide higher-quality information on the balance sheet compared to other inventory valuation methods. The cost of the newer snowmobile shows a better approximation to the current market <a href=\"https:\/\/www.forex-world.net\/strategies\/a-simple-yet-profitable-strategy\/\">a simple yet profitable strategy<\/a> value.<\/p>\n<\/p>\n<p><h2>Get Any Financial Question Answered<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"602px\" alt=\"what is fifo?\"\/><\/p>\n<p><p>This means that when  a business calculates its cost of goods sold for a given period, it uses the costs from the oldest inventory assets. FIFO is a widely used method to account for the cost of inventory in your accounting system. It can also refer to the method of inventory flow within your warehouse or retail store, and each is used hand in hand to manage your inventory. In fact, it\u2019s the only method used in many accounting software systems. Businesses using the LIFO method will record the most recent inventory costs first, which impacts taxes if the cost of goods in the current economic conditions are <a href=\"https:\/\/www.currency-trading.org\/cryptocurrencies\/5-best-cryptocurrencies-to-invest-in-2020\/\">5 best cryptocurrencies to invest in 2020<\/a> higher and sales are down.<\/p>\n<\/p>\n<ol>\n<li>At Business.org, our research is meant to offer general product and service recommendations.<\/li>\n<li>This means the company\u2019s current assets will have the recent appraised values.<\/li>\n<li>That results in a higher profit margin for your business, which is good for your investors and your business\u2019s overall health.<\/li>\n<\/ol>\n<p><h2>Real-Life Success Stories: Triumphs with FIFO<\/h2>\n<\/p>\n<p><p>It is of utmost importance that record keeping is consistent and correct. And lastly,&nbsp; overlooking software capabilities can hinder FIFO implementation. Businesses should fully utilize the features of inventory management software. The FIFO method\u2019s applicability and benefits can vary significantly across different industries.<\/p>\n<\/p>\n<p><p>Clarifying them before deciding if FIFO will work for your business is best.Let us look at the few common misconceptions about FIFO and their clarifications. However, there are certain misconceptions about the method for you to be aware of. Furthermore, in the broader picture of your business, the following are the key benefits. Let\u2019s look at practices and procedures that will help implement FIFO effectively. Let\u2019s assume there is a need to increase inventory as the shirts get popular.<\/p>\n<\/p>\n<p><p>Regularly update inventory pricing  based on market trends and demand fluctuations. Implement automation in record-keeping processes to reduce the complexity of managing FIFO inventory flows. No matter what the size of your business is, FIFO can prove to be crucial.<\/p>\n<\/p>\n<p><p>This method dictates that the last item purchased or acquired is the first item out. This results in deflated net income costs and lower ending balances in inventory in inflationary economies compared to FIFO. The company&#8217;s accounts will better reflect the value of current inventory because the unsold products are also the newest ones. FIFO is generally accepted as the more accurate inventory valuation system. Regular inventory turnover tends to keep inventory value closer to market value and is a more realistic representation of how most companies move their products. Companies often use LIFO when attempting to reduce their tax liability.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='318' src='https:\/\/www.youtube.com\/embed\/3xJ-VubeJgk' frameborder='0' alt='what is fifo?' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Inventory accounting methods are used to track the movement of inventory and record appropriate and relevant costs. You can manage inventory costs efficiently by recording your most&#8230; <\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[34],"tags":[],"class_list":["post-1283","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/1283","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1283"}],"version-history":[{"count":1,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/1283\/revisions"}],"predecessor-version":[{"id":1284,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/1283\/revisions\/1284"}],"wp:attachment":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1283"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1283"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1283"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}