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\" width=\"601px\" alt=\"fixed asset turnover ratio formula\"\/><\/p>\n<p><p>The asset turnover ratio is calculated by dividing net sales or revenue by the average total assets. Fixed asset turnover (FAT) ratio financial metric measures the efficiency of a company\u2019s use of fixed assets. This ratio assesses a company\u2019s capacity to generate net sales from its fixed-asset investments, specifically property, plant, and equipment (PP&amp;E). Depreciation is the allocation of the cost of a fixed asset, which is expensed each 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<p><p>The asset turnover ratio uses total assets instead of focusing only on fixed assets. Using total assets reflects management\u2019s decisions on all capital expenditures and other assets. Investments in fixed assets tend to represent the largest component of a company\u2019s total assets. The FAT ratio, calculated annually, is constructed to reflect how efficiently a company uses these substantial assets to generate revenue for the firm. The FAT ratio measures a company\u2019s efficiency to use fixed assets for generating sales.<\/p>\n<\/p>\n<p><p>Companies with higher fixed asset turnover ratios earn more money for every dollar they&#8217;ve invested in fixed assets. Manufacturing companies often favor the FAT ratio over the <a href=\"https:\/\/cryptolisting.org\/blog\/what-is-the-formula-for-fixed-asset-turnover-ratio\">fixed asset turnover ratio formula<\/a> asset turnover ratio to determine how well capital investments perform. Companies with fewer fixed assets such as retailers may be less interested in the FAT compared to how other assets such as inventory are utilized. The fixed asset turnover ratio demonstrates the effectiveness of a company\u2019s current fixed assets in driving sales. The FAT ratio excludes investments in working capital, such as inventory and cash, which are necessary to support sales. This exclusion is intentional to focus on fixed assets, but it means that the ratio does not provide a complete picture of all the resources a company uses to generate revenue.<\/p>\n<\/p>\n<p><h2>Company<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='564' height='310' src='https:\/\/www.youtube.com\/embed\/ATgXnMV8oaw' frameborder='0' alt='fixed asset turnover ratio formula' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Yes, it could indicate underinvestment in fixed assets, which might lead to future capacity issues or inability to meet demand. A system that began being used during the 1920s to evaluate divisional performance across a corporation, DuPont analysis calculates a company&#8217;s return on equity (ROE). On the other hand, company XYZ, a competitor of ABC in the same sector, had a total revenue of $8 billion at the end of the same fiscal year. Its total assets were $1 billion at the beginning of the year and $2 billion at the end.<\/p>\n<\/p>\n<ol>\n<li>One critical consideration when evaluating the ratio is how capital-intensive the industry that the company operates in is (i.e., asset-heavy or asset-lite).<\/li>\n<li>This evaluation helps them make critical decisions on whether or not to continue investing, and it also determines how well a particular business is being run.<\/li>\n<li>This means that Company A uses fixed assets efficiently compared to Company B.<\/li>\n<li>Below is a break down of subject weightings in the FMVA\u00ae financial analyst program.<\/li>\n<\/ol>\n<p><h2>What are Fixed Assets?<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"602px\" alt=\"fixed asset turnover ratio formula\"\/><\/p>\n<p><p>The asset turnover ratio considers the average total assets in the denominator, while the fixed asset turnover ratio  looks at only fixed assets. The fixed asset&nbsp;turnover ratio&nbsp;(FAT ratio) is used by analysts to measure operating performance. The&nbsp;asset turnover ratio&nbsp;measures the efficiency of a company&#8217;s&nbsp;assets&nbsp;in generating revenue or sales.<\/p>\n<\/p>\n<p><h2>Fixed Asset Turnover Ratio Analysis &amp; Interpretation<\/h2>\n<\/p>\n<p><p>Fixed Asset Turnover is a crucial metric for understanding how well a company uses its fixed assets to drive revenue. It provides valuable insights for investors, analysts, and management, helping to gauge operational efficiency and inform strategic decisions. The asset turnover ratio is calculated by dividing the net sales of a company by the average balance of the total assets belonging to the company. The fixed asset focuses on analyzing the effectiveness of a company in utilizing its fixed asset or PP&amp;E, which is a non-current asset. The asset turnover ratio, on the other hand, consider total assets, which includes both current and non-current assets.<\/p>\n<\/p>\n<p><h2>How Can a Company Improve Its Asset Turnover Ratio?<\/h2>\n<\/p>\n<p><p>A higher ratio is generally favored as there is the implication that the company is more efficient in generating sales or revenues. 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 can be selected. This ratio compares net sales displayed on the income statement to fixed assets on the balance sheet.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='564' height='316' src='https:\/\/www.youtube.com\/embed\/PiGeuisyftA' frameborder='0' alt='fixed asset turnover ratio formula' allowfullscreen><\/iframe><\/div><\/p>","protected":false},"excerpt":{"rendered":"<p>The asset turnover ratio is calculated by dividing net sales or revenue by the average total assets. Fixed asset turnover (FAT) ratio financial metric measures the efficiency of a company\u2019s use of fixed assets. This ratio assesses a company\u2019s capacity to generate net sales from its fixed-asset investments, specifically property, plant, and equipment (PP&amp;E). Depreciation [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[151],"tags":[],"class_list":["post-9559","post","type-post","status-publish","format-standard","hentry","category-cryptocurrency-service-2"],"featured_image_src":null,"author_info":{"display_name":"Emanuel.J.Moreira","author_link":"https:\/\/ipc.cv\/fr\/author\/emanuel-j-moreira\/"},"_links":{"self":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9559","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/comments?post=9559"}],"version-history":[{"count":1,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9559\/revisions"}],"predecessor-version":[{"id":9560,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9559\/revisions\/9560"}],"wp:attachment":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/media?parent=9559"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/categories?post=9559"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/tags?post=9559"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}