{"id":681,"date":"2021-08-19T16:33:03","date_gmt":"2021-08-19T14:33:03","guid":{"rendered":"https:\/\/reconatura.org\/?p=681"},"modified":"2024-11-25T10:32:10","modified_gmt":"2024-11-25T09:32:10","slug":"fifo-method-explanation-and-illustrative-examples","status":"publish","type":"post","link":"https:\/\/reconatura.org\/index.php\/2021\/08\/19\/fifo-method-explanation-and-illustrative-examples\/","title":{"rendered":"FIFO Method Explanation And Illustrative Examples"},"content":{"rendered":"<p><img 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\" width=\"603px\" alt=\"what is fifo?\"\/><\/p>\n<p><p>At Business.org, our research is meant to offer general product and service recommendations. We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. Develop standard operating procedures (SOPs) outlining the steps involved in implementing FIFO within your business operations. Clearly define roles and responsibilities, establish protocols for labeling inventory, conducting audits, and resolving discrepancies. SOPs serve as a reference guide for your staff, ensuring consistency and efficiency in FIFO implementation.<\/p>\n<\/p>\n<p><p>Statements are more transparent and it&#8217;s more difficult to manipulate FIFO-based accounts to embellish the company&#8217;s financials. FIFO is required under the International Financial Reporting Standards and it&#8217;s also standard in many other jurisdictions. With LIFO, the purchase price begins with the most recently purchased goods and <a href=\"https:\/\/www.day-trading.info\/what-causes-recessions-recession-impact-and-money\/\">What causes recessions<\/a> works backward. Amanda Bellucco-Chatham is  an editor, writer, and fact-checker with years  of experience researching personal finance topics. Specialties include general financial planning, career development, lending, retirement, tax preparation, and credit.<\/p>\n<\/p>\n<p><h2>What is FIFO?<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='310' src='https:\/\/www.youtube.com\/embed\/Z_TAlJ8Lmi4' frameborder='0' alt='what is fifo?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>\u201cFIFO,\u201d or First In, First Out, is a method of inventory accounting which expenses the first inventory received prior to later inventory when calculating the cost of goods sold. FIFO is suitable for most types of inventory, especially those involving perishable goods or products with limited shelf lives. It might not be ideal for industries where the flow of goods doesn\u2019t follow the order in which they were purchased or produced. Case studies are real-life examples of how the FIFO method has revolutionized inventory management for those companies. These stories showcase different ways to implement FIFO effectively in various industries.<\/p>\n<\/p>\n<p><h2>How to Spot Critical Issues in Your Spare Parts Warehouse in Time?<\/h2>\n<\/p>\n<ol>\n<li>Efficient inventory management can significantly improve your business\u2019s bottom line.<\/li>\n<li>With clear labeling and organization, the identification of older stock is facilitated \u2013 which is necessary for the First In, First Out strategy.<\/li>\n<li>FIFO and LIFO have different impacts on inventory valuation and financial statements as a result of inflation.<\/li>\n<li>The First In, First Out FIFO method is a standard accounting practice that assumes that assets are sold in the same order they&#8217;re bought.<\/li>\n<li>First-in, first-out (FIFO) is one of the methods we can use to place a value on the ending inventory and the cost of inventory sold.<\/li>\n<li>The price of the first 10 items bought as inventory is added together if 10 units of inventory were sold.<\/li>\n<\/ol>\n<p><p>Since <a href=\"https:\/\/www.topforexnews.org\/investing\/how-to-start-investing-money-for-the-first-time-2\/\">how to start investing money for the first time<\/a> under FIFO method inventory is stated at the latest purchase cost, this will result in valuation of inventory at price that is relatively close to its current market worth. The goal of any inventory accounting method is to represent the physical flow of inventory. FIFO values the cost of goods sold (COGS) based on the oldest inventory items. COGS is calculated using the cost of the first items purchased or produced. Fact \u2013 The choice of inventory management method, including FIFO, depends on your specific business needs.<\/p>\n<\/p>\n<p><p>This reduces the likelihood of inventory sitting idle, tying up capital, and incurring holding costs. A higher turnover rate is often viewed positively by investors and creditors, as it indicates efficient inventory management and a higher rate of sales. First in, first out (FIFO) is an inventory method that assumes the first goods purchased are the first goods sold. This means that older inventory will get shipped out before newer inventory and the prices or values of each piece of inventory represents the most accurate estimation. FIFO serves as both an accurate and easy way of calculating ending inventory <a href=\"https:\/\/www.forex-world.net\/blog\/what-s-leverage-in-forex-what-is-leverage-in\/\">What&#8217;s leverage in forex<\/a> value as well as a proper way to manage your inventory to save money and benefit your customers.<\/p>\n<\/p>\n<p><img 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\" width=\"601px\" alt=\"what is fifo?\"\/><\/p>\n<p><h2>FIFO vs. LIFO Inventory Valuation<\/h2>\n<\/p>\n<p><p>If you have items that do not have a lot date and some that do, we will ship those with a lot date first. With this level of visibility, you can optimize inventory levels to keep carrying costs at a minimum while avoiding stockouts. Suppose a coffee mug brand buys 100 mugs from their supplier for $5 apiece. A few weeks later, they buy a second batch of 100 mugs, this time for $8 apiece. To calculate the value of ending inventory, a brand uses the cost of goods sold (COGS) of the oldest inventory, despite any recent changes in costs. When Susan first opened her pet supply store, she quickly discovered her vegan pumpkin dog treats were a huge hit and brought in favorable revenue.<\/p>\n<\/p>\n<p><h2>Why is FIFO Important for Businesses?<\/h2>\n<\/p>\n<p><p>Now that we have ending inventory units, we need to place a value based on the FIFO rule. To do that, we need to see the cost of the most recent purchase (i.e., 3 January), which is $4 per unit. On the second day, ten units were available, and because all were acquired for the same amount, we assign the cost of the four units sold on that day as $5 each. Second, every time a sale occurs, we need to assign the cost of units sold in the middle column. On 3 January, Bill purchased 30 toasters, which cost him $4 per unit and sold 3 more units. In this lesson, I explain the FIFO method, how you can use it to calculate the cost of ending inventory, and the difference between periodic and perpetual FIFO systems.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='313' src='https:\/\/www.youtube.com\/embed\/TvI_JG1lD_c' frameborder='0' alt='what is fifo?' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>At Business.org, our research is meant to offer general product and service recommendations. We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. Develop standard operating procedures (SOPs) outlining the steps involved in implementing FIFO within your business operations. Clearly define [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[10],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>FIFO Method Explanation And Illustrative Examples - Reconatura<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/reconatura.org\/index.php\/2021\/08\/19\/fifo-method-explanation-and-illustrative-examples\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"FIFO Method Explanation And Illustrative Examples - Reconatura\" \/>\n<meta property=\"og:description\" content=\"At Business.org, our research is meant to offer general product and service recommendations. 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