{"id":2430,"date":"2022-05-16T13:38:47","date_gmt":"2022-05-16T17:38:47","guid":{"rendered":"https:\/\/www.anunciacion.cl\/?p=2430"},"modified":"2025-01-12T18:01:09","modified_gmt":"2025-01-12T22:01:09","slug":"asset-turnover-ratio-meaning-formula-how-to","status":"publish","type":"post","link":"https:\/\/www.anunciacion.cl\/?p=2430","title":{"rendered":"Asset Turnover Ratio Meaning, Formula, How to Calculate?"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"703px\" alt=\"the asset turnover ratio calculated measures\"\/><\/p>\n<p><p>To stay on top of profitability, they will assess ways to improve efficiency, reduce costs, incentivize employees and optimize operations to maximize the bottom line. GOBankingRates&#8217; editorial team is committed to bringing you unbiased reviews and information. We use data-driven methodologies to evaluate financial products and services &#8211; our reviews and ratings are not influenced by advertisers. You can read more about our editorial guidelines and our products and services review methodology.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='567' height='319' src='https:\/\/www.youtube.com\/embed\/RRuGU_nkKJc' frameborder='0' alt='the asset turnover ratio calculated measures' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Assuming the company had no returns for the year, its net sales for the year were $10 billion. The company&#8217;s average total assets for the year was $4 billion (($3 billion + $5 billion) \/ 2 ). Asset management ratios, often called efficiency or turnover ratios, measure a company&#8217;s ability to generate revenue from its assets. For instance, service industries typically have lower asset management ratios than manufacturing industries due to their different business models and asset utilization.<\/p>\n<\/p>\n<p><h2>Understanding Asset Turnover Ratio: Key Formulas and Interpretations for Effective Financial Analysis<\/h2>\n<\/p>\n<p><p>For example, it may focus on more efficient inventory management, reduce excess or unused assets, or  streamline operations to increase productivity and output. A high asset turnover ratio indicates effective asset utilization, which often translates to higher profitability. Conversely, a low ratio may signal inefficiencies or the need for strategic changes. However, it\u2019s important to  consider industry norms when evaluating this ratio, as asset utilization varies significantly across sectors. For instance, a ratio of 1 means that the net sales of a company equals the average total assets for the year.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"707px\" alt=\"the asset turnover ratio calculated measures\"\/><\/p>\n<p><h2>What Can Lead to Misinterpretation of Asset Turnover Figures?<\/h2>\n<\/p>\n<p><p>A higher asset turnover ratio is generally seen as a positive sign, as it indicates that the company is generating more revenue from its assets and is using its resources more efficiently. However, it&#8217;s important to consider asset turnover in conjunction with other financial metrics and qualitative factors to get a more complete picture of the company&#8217;s financial health. The asset turnover ratio is calculated by dividing net sales or revenue by average total assets. Similar to cash flow, the asset turnover ratio compares the company\u2019s total assets over the course of a year to its sales. In simpler terms, it shows the dollar amount the company is earning in sales compared to the dollar amount of its assets.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='312' src='https:\/\/www.youtube.com\/embed\/Blnz4thtbU0' frameborder='0' alt='the asset turnover ratio calculated measures' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>The average is typically used to account for fluctuations in the asset base during the period. Average Inventory is typically calculated as the average of the beginning and ending inventory for the time period. This indicates that for every dollar of assets it owns, Company A generates $4 in sales. To illustrate how the asset turnover ratio works, let\u2019s consider two hypothetical companies \u2013 Company A and Company B. When analyzing the asset utilization of a company, it is vital to <a href=\"https:\/\/www.1investing.in\/how-to-calculate-total-asset-turnover-ratio\/\">the asset turnover ratio calculated measures<\/a> take these factors into account to obtain a holistic view of its performance.<\/p>\n<\/p>\n<p><p>The investor wants to know how well Sally uses her assets to produce sales, so he asks for her financial statements. Peering into the success stories of companies that have turbocharged their Asset Efficiency can be both enlightening and inspiring. Take, for example, a retail giant that fine-tunes its inventory turnover, leading to a significant lift in their ratio. Or a manufacturing company that invests in advanced robotics, boosting production without a proportional increase in assets.<\/p>\n<\/p>\n<ol>\n<li>It\u2019s an all-encompassing view that reflects the overall effectiveness of a firm\u2019s use of its assets to generate revenue.<\/li>\n<li>Other ways they can improve include adding new products and services that don\u2019t require the use of assets, and selling any unsold inventory still on hand.<\/li>\n<li>In the galaxy of financial metrics, the significance of Asset Turnover shines bright.<\/li>\n<li>Asset turnover can be calculated quarterly, annually, or over any desired period.<\/li>\n<li>For instance, other ratios that can be used to gain an understanding of a company\u2019s financials are the debt-to-equity ratio, its P\/E ratio, and even looking at its net asset value.<\/li>\n<\/ol>\n<p><h2>Drawbacks and Limitations of Asset Management Ratios<\/h2>\n<\/p>\n<p><p>They provide insights into a company&#8217;s operational efficiency, informing investment decisions and strategic planning. As an investor, understanding asset management ratios can significantly enhance your decision-making capabilities, helping you identify potentially profitable ventures. As a result, they may not always provide an accurate comparison if used to compare companies from different sectors.<\/p>\n<\/p>\n<p><p>For business owners, asset turnover ratio can be important when applying for loans and learning about their company\u2019s cash flow. A higher asset turnover ratio indicates that a company is efficiently generating sales from its assets, while a low ratio indicates that it isn\u2019t. A higher asset turnover ratio also shows that a company\u2019s assets don\u2019t need to be replaced or discarded, that they are still in good condition. To calculate average total assets, add up the beginning and ending balances of all assets on your balance sheet. Be sure not to count anything twice in this calculation, like cash in the bank accounts, which would be included in both beginning and ending balances.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"705px\" alt=\"the asset turnover ratio calculated measures\"\/><\/p>\n<ol>\n<li>Let\u2019s consider a fictional company, ABC Corp, with net sales of $1,000,000 and average total assets of $500,000.<\/li>\n<li>Conversely, the heavy equipment sector moves to a slower, steadier waltz, often reflecting a lower ratio due to its hefty fixed assets.<\/li>\n<li>SoFi does not guarantee or endorse the products, information or recommendations provided in any third party website.<\/li>\n<li>It should be noted that the asset turnover ratio formula does not look at how well a company is earning profits relative to assets.<\/li>\n<li>Currently working as a consultant within the financial services sector, Paul is the CEO and chief editor of BoyceWire.<\/li>\n<\/ol>\n<p><p>Sometimes investors also want to see how companies use more specific assets like fixed assets and current assets. The fixed asset turnover ratio and the working capital ratio are turnover ratios similar to the asset turnover ratio that are often used to calculate the efficiency of these&nbsp;asset&nbsp;classes. Understanding these ratios is crucial as they feed into broader financial metrics such as return on equity (ROE), which is a definitive indicator of a firm\u2019s financial health and profitability. Whether you prefer a broad overview or a detailed analysis, each variation paints a unique picture of asset utilization that is vital to a comprehensive financial analysis portfolio. To deepen the financial insight, one might analyze the Working Capital Turnover, which measures how effectively a company uses its working capital to support sales and growth. This means that for every dollar of assets, the company is generating $2 in revenue.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='313' src='https:\/\/www.youtube.com\/embed\/_CouZfvipls' frameborder='0' alt='the asset turnover ratio calculated measures' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Companies with low profit margins tend to have high asset turnover ratios, while those with high profit margins usually have lower ratios. The asset turnover ratio is calculated by dividing net sales by average total assets. The asset turnover ratio measures the value of a company&#8217;s sales or revenues&nbsp;relative to the value of its assets. The asset turnover ratio indicates the efficiency with which a company is using its assets to generate revenue.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='313' src='https:\/\/www.youtube.com\/embed\/PiGeuisyftA' frameborder='0' alt='the asset turnover ratio calculated measures' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>To stay on top of profitability, they will assess ways to improve efficiency, reduce costs, incentivize employees and optimize operations to maximize the bottom line. GOBankingRates&#8217; editorial team is committed to bringing you unbiased reviews and information. We use data-driven methodologies to evaluate financial products and services &#8211; our reviews and ratings are not influenced [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[39],"tags":[],"class_list":["post-2430","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/posts\/2430","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2430"}],"version-history":[{"count":1,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/posts\/2430\/revisions"}],"predecessor-version":[{"id":2431,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=\/wp\/v2\/posts\/2430\/revisions\/2431"}],"wp:attachment":[{"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2430"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2430"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.anunciacion.cl\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2430"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}