{"id":6300,"date":"2021-03-05T15:47:29","date_gmt":"2021-03-05T15:47:29","guid":{"rendered":"https:\/\/tedxkarnavatiuniversity.com\/?p=6300"},"modified":"2022-10-25T07:10:04","modified_gmt":"2022-10-25T07:10:04","slug":"perpetual-inventory-methods-and-formulas","status":"publish","type":"post","link":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/2021\/03\/05\/perpetual-inventory-methods-and-formulas\/","title":{"rendered":"Perpetual Inventory Methods and Formulas"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Example \u2013 LIFO perpetual system in a manufacturing company:<\/a><\/li>\n<li><a href=\"#toc-1\">What accounts for the difference in inventory values between periodic LIFO and perpetual LIFO?<\/a><\/li>\n<li><a href=\"#toc-2\">Accounts of\u00a0 Periodic and Perpetual<\/a><\/li>\n<li><a href=\"#toc-3\">Perpetual vs Periodic Inventory Systems: Differences and Which Is Best<\/a><\/li>\n<li><a href=\"#toc-4\">What is periodic inventory?<\/a><\/li>\n<li><a href=\"#toc-5\">How Do The Periodic Inventory Systems Work?<\/a><\/li>\n<li><a href=\"#toc-6\">The difference between perpetual LIFO and periodic LIFO<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"lifo perpetual vs periodic\"\/><\/p>\n<p>Even though periodic inventory systems have their advantages, perpetual inventory systems are almost certainly  the future for companies that sell or manufacture products. These systems are becoming more affordable, which makes them more accessible for smaller businesses.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"lifo perpetual vs periodic\"\/><\/p>\n<p>The values you need to know to calculate this are the gross profit as a percentage of sales, the total sales for the period, the beginning inventory for the period and purchases for the period. As shown below in the ledger, estimate the  relative percentages of both COGS and gross profit for your total sales. From there, solve for the cost of goods sold, and then fill in the known values minus the COGS figure. The result should provide an ending inventory estimate and how much to claim as the bottom-line figure for this period. When new products enter a business, employees scan them into the computer system.<\/p>\n<h2 id=\"toc-0\">Example \u2013 LIFO perpetual system in a manufacturing company:<\/h2>\n<p>Materials returned from store room to supplier is usually recorded in purchases column and materials returned from factory to store room is usually written in issues column. The returns are normally written in red ink to differentiate them from normal purchases and issues. LIFO perpetual inventory card can help compute cost of goods sold and ending inventory.<\/p>\n<ul>\n<li>Businesses that account for inventory periodically likely use the FIFO method to sell older units first.<\/li>\n<li>This means perpetual values inventory after each sale and purchase transaction and enters it into the database and periodic values inventory at the end of the operating cycle once.<\/li>\n<li>Save for theft or damaged goods, a perpetual inventory count should always reflect the true number.<\/li>\n<li>Perpetual inventory systems have higher setup costs than other methods since they require software and training.<\/li>\n<li>To calculate this estimate, start with the beginning inventory and cost of purchases during the period.<\/li>\n<li>Perpetual systems also keep accurate records about the cost of goods sold and purchases.<\/li>\n<\/ul>\n<p>Inventory that is only managed on the cloud can more easily disappear and end up being sold out of the back of a truck somewhere. A typical journal entry would show which account the software debited and which account the software credited for each transaction. While there is a constant, automatic product tracking system, there are still ways to lose positive inventory control. In a perpetual system, transactions are available at a very detailed level. As such, you can conduct investigations into inventory-related errors easily.<\/p>\n<h2 id=\"toc-1\">What accounts for the difference in inventory values between periodic LIFO and perpetual LIFO?<\/h2>\n<p>A perpetual inventory system updates the inventory balance continually, which usually requires real-time tracking of inventory items from purchase to sale. Small businesses may opt for the more cost-effective periodic system, in which the inventory balance changes only after a physical count. The LIFO &#8212; last-in, first-out &#8212; method assumes that the most recent item into inventory is the first one sold. Inventory balances and COGS are tracked in real-timeMaintaining subsidiary ledgers can be difficult and costly for small businesses.There is no need to perform frequent physical counts in a year. You can visit our in-depth analysis of the average cost method and LIFO method to see how they\u2019re implemented with both periodic and perpetual systems. The bad news is the periodic method does do things just a little differently. Companies that sell inventory choose a cost flow assumption such as FIFO, LIFO, or averaging.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is periodic FIFO?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>What is the Periodic FIFO Method? Periodic FIFO is a cost flow tracking system that is used within a periodic inventory system. Under a periodic system, the ending inventory balance is only updated when there is a physical inventory count.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Below are the journal entries that Rider Inc. makes for its purchase of a bicycle to sell (Model XY-7) if a perpetual inventory system is utilized. A separate subsidiary ledger file is also established to record the quantity and cost of the specific items on hand. If your business is small, using periodic inventory management may work for you because you can operate with just a cash register and simple accounting procedures.<\/p>\n<h2 id=\"toc-2\">Accounts of\u00a0 Periodic and Perpetual<\/h2>\n<p>However, transactions still take place and a record must be maintained of the costs incurred. This information <a href=\"https:\/\/business-accounting.net\/understanding-periodic-vs-perpetual-inventory\/\">lifo perpetual vs periodic<\/a> is eventually used for financial reporting but also\u2014more immediately\u2014for control purposes.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"lifo perpetual vs periodic\"\/><\/p>\n<p>This figure becomes the beginning inventory for the second quarter. Purchases during the quarter amounted to $18,000, and at the end of the quarter, inventory was counted at $42,000. A company may prefer using a FIFO system when it\u2019s trying to show its largest possible profit on its financial statements for investors, lenders and stakeholders. For example, the system needs to ensure that employees scan in any new inventory promptly. Physical counts to reconcile the database are rare, but necessary, since the true inventory count can become skewed over time with theft, loss or breakage.<\/p>\n<h2 id=\"toc-3\">Perpetual vs Periodic Inventory Systems: Differences and Which Is Best<\/h2>\n<p>In case of product damages, loss, or theft, the updates must be recorded instantly. A periodic inventory system might be acceptable for the business where the SKUs <a href=\"https:\/\/business-accounting.net\/\">https:\/\/business-accounting.net\/<\/a> are lower and if the business belongs to slow-moving markets. It is actually a software system that can support taking the count of inventory at specific periods.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"254px\" alt=\"lifo perpetual vs periodic\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Example \u2013 LIFO perpetual system in a manufacturing company: What accounts for the difference in inventory values between periodic LIFO and perpetual LIFO? Accounts of\u00a0 Periodic and Perpetual Perpetual vs Periodic Inventory Systems: Differences and Which Is Best What [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[93],"tags":[],"_links":{"self":[{"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/posts\/6300"}],"collection":[{"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/comments?post=6300"}],"version-history":[{"count":1,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/posts\/6300\/revisions"}],"predecessor-version":[{"id":6301,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/posts\/6300\/revisions\/6301"}],"wp:attachment":[{"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/media?parent=6300"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/categories?post=6300"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/tedxkarnavatiuniversity.com\/index.php\/wp-json\/wp\/v2\/tags?post=6300"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}