{"id":612,"date":"2021-03-19T13:02:20","date_gmt":"2021-03-19T12:02:20","guid":{"rendered":"https:\/\/www.mschmidt-webdesign.de\/?p=612"},"modified":"2023-12-12T18:09:05","modified_gmt":"2023-12-12T17:09:05","slug":"asset-turnover-wikipedia","status":"publish","type":"post","link":"https:\/\/www.mschmidt-webdesign.de\/?p=612","title":{"rendered":"Asset turnover Wikipedia"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"asset turnover formula\"\/><\/p>\n<p><p>Also, many other factors (such as seasonality) can affect a company&#8217;s asset turnover ratio during periods shorter than a year. Remember that this ratio is typically used to compare companies within the same industry, as different industries have different capital requirements and business models. It is best to plot the ratio on a trend line, to spot significant changes over time.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"asset turnover formula\"\/><\/p>\n<p><p>A lower ratio illustrates that a company may not be using its assets as efficiently. Asset turnover ratios vary throughout different sectors, so only the ratios of companies that are in the same sector should be compared. The ratio is typically calculated on an annual basis, though any time period <a href=\"https:\/\/greendail.ru\/node\/185\">https:\/\/greendail.ru\/node\/185<\/a> can be selected. The asset turnover ratio is a financial metric that measures how efficiently a company uses its assets to generate sales revenue. Several factors can influence a company\u2019s asset turnover ratio, which represents how efficiently a company uses its assets to generate sales.<\/p>\n<\/p>\n<p><h2>Ratio analysis<\/h2>\n<\/p>\n<p><p>It also depends on the ratio of labor costs to capital required, i.e. whether the process is labor intensive or capital intensive. Asset turnover is a key figure for evaluating the efficiency with which a company uses its assets to generate income. Here we show you what asset turnover actually means, how it is calculated and what it indicates. Once this same process is done for each year, we can move on to the fixed asset turnover, where only PP&amp;E is included rather than all the company\u2019s assets.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='314' src='https:\/\/www.youtube.com\/embed\/kGkMx4384Ys' frameborder='0' alt='asset turnover formula' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Third, a company may have chosen to outsource its production facilities, in which case it has a much lower asset base than its competitors. This can result in a much higher turnover level, even if the company is no more profitable than its competitors. And finally, the denominator includes accumulated depreciation, which varies based on a company&#8217;s policy regarding the use of accelerated depreciation.<\/p>\n<\/p>\n<p><h2>Formula and Calculation of the Asset Turnover Ratio<\/h2>\n<\/p>\n<p><p>In other words, this company is generating $1.00 of sales for each dollar invested into all assets. This ratio measures how efficiently a firm uses its assets to generate sales, so a higher ratio is always more favorable. <a href=\"https:\/\/www.bluelogic.fr\/tag\/digital\/\">https:\/\/www.bluelogic.fr\/tag\/digital\/<\/a> Higher turnover ratios mean the company is using its assets more efficiently. Lower ratios mean that the company isn\u2019t using its assets efficiently and most likely have management or production problems.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"asset turnover formula\"\/><\/p>\n<p><p>Based on the given figures, the fixed asset turnover ratio for the year  is 9.51, meaning that for every one dollar invested in fixed assets, a return of almost ten dollars is earned. The average net fixed asset figure is calculated by adding the beginning and ending balances, then dividing that number by 2. Fixed Asset Turnover (FAT) is an efficiency ratio that indicates how well <a href=\"https:\/\/www.mistyislefarms.com\/low-cost-flights-discount-airfare-tickets.html\">https:\/\/www.mistyislefarms.com\/low-cost-flights-discount-airfare-tickets.html<\/a> or efficiently a business uses fixed assets to generate sales. This ratio divides net sales by net fixed assets, calculated over an annual period. The net fixed assets include the amount of property, plant, and equipment, less the accumulated depreciation. Generally, a higher fixed  asset ratio implies more effective utilization of investments in fixed assets to generate revenue.<\/p>\n<\/p>\n<p><h2>We&#8217;ve got you covered: Get Your Free Finacial Ratios Cheat Sheet!<\/h2>\n<\/p>\n<p><p>A higher ATR signifies a company\u2019s exceptional ability to generate significant revenue using a relatively smaller pool of assets. For optimal use, it is best employed for comparing companies within the same industry, providing valuable insights into their operational efficiency and revenue generation capabilities. The total asset turnover formula ratio measures a company\u2019s ability to generate revenue or sales in relation to its total assets. A higher ratio indicates that the company is utilizing its assets efficiently to generate sales, which is generally seen as a positive sign. Depreciation is the allocation of the cost of a fixed asset, which is spread out\u2014or expensed\u2014each year throughout the asset&#8217;s useful life. Typically, a higher fixed asset turnover ratio indicates that a company has more effectively utilized its investment in fixed assets to generate revenue.<\/p>\n<\/p>\n<ul>\n<li>Comparing these two examples, even though Company B made more total sales than Company A, Company A has a higher ratio, indicating it\u2019s more efficient at using its assets to generate revenue.<\/li>\n<li>Asset turnover ratios differ between industry sectors, making it crucial to compare only companies within the same sector.<\/li>\n<li>If asset turnover is low, on the other hand, this indicates that efficiency is less good.<\/li>\n<li>The working capital ratio measures how well a company uses its financing from working capital to generate sales or revenue.<\/li>\n<li>Once again, in simple terms, the higher the better, with poor performance often being explained by prices being too low or cost of sales being too high.<\/li>\n<li>This article will teach you how to calculate asset turnover, how to use it to make better investing decisions, and where it falls short in providing an analysis.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Also, many other factors (such as seasonality) can affect a company&#8217;s asset turnover ratio during periods shorter than a year. Remember that this ratio is typically used to compare companies within the same industry, as different industries have different capital requirements and business models. It is best to plot the ratio on a trend line, &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/www.mschmidt-webdesign.de\/?p=612\" class=\"more-link\"><span class=\"screen-reader-text\">\u201eAsset turnover Wikipedia\u201c<\/span> weiterlesen<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[50],"tags":[],"class_list":["post-612","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/posts\/612","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=612"}],"version-history":[{"count":1,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/posts\/612\/revisions"}],"predecessor-version":[{"id":613,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=\/wp\/v2\/posts\/612\/revisions\/613"}],"wp:attachment":[{"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=612"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=612"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.mschmidt-webdesign.de\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=612"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}