{"id":1102,"date":"2022-01-25T13:30:43","date_gmt":"2022-01-25T13:30:43","guid":{"rendered":"https:\/\/drivin.com.br\/?p=1102"},"modified":"2025-04-21T16:51:03","modified_gmt":"2025-04-21T16:51:03","slug":"accounting-ratios-what-are-they-types-examples","status":"publish","type":"post","link":"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/","title":{"rendered":"Accounting Ratios What Are They, Types, Examples"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"financial ratios examples\"\/><\/p>\n<p><p>This allows an investor to evaluate trends in the cost structure and profitability relative to revenue. It indicates the company is becoming more profitable, if the gross margin or net profit margin as a percent of revenue is increasing over time. Horizontal analysis is a critical framework for evaluating the financial performance of a company over time when performing stock market analysis. This technique involves comparing numbers on the financial statements between two or more years to identify increases and decreases in accounts as well as growth trends. This means for every Rs.1 in assets, XYZ Company generated Rs.2 in revenue.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='564' height='317' src='https:\/\/www.youtube.com\/embed\/LzAsRGrcZ74' frameborder='0' alt='financial ratios examples' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>What is the framework for ratio analysis?<\/h2>\n<\/p>\n<p><p>But if the margin is just 1%, then a slight increase in cost might result in a loss. A high leverage ratio increases a company&#8217;s exposure to risk and company downturns, but in turn, also comes the potential for higher returns. The acronym for earnings before interest, taxes, depreciation, and amortization. This measure is used by some companies as a supplementary disclosure, since EBITDA does not <a href=\"https:\/\/snab-e.ru\/press\/1285\/598\/view.htm\">https:\/\/snab-e.ru\/press\/1285\/598\/view.htm<\/a> comply with U.S.<\/p>\n<\/p>\n<ul>\n<li>Some of these assets might be better used to invest in the company or to pay shareholder dividends.<\/li>\n<li>The higher the ROA, the better a company utilizes assets to generate profits.<\/li>\n<li>Having a smaller number of days\u2019 sales in receivables means that on average, the company is converting its receivables into the cash needed to pay its current liabilities.<\/li>\n<li>This means for every Rs.1 of capital used, the company generates Rs.0.20 in EBIT.<\/li>\n<li>To make better use of their information, a company may compare several numbers together.<\/li>\n<\/ul>\n<p><h2>Ratio #8 Earnings Per Share<\/h2>\n<\/p>\n<p><p>The current ratio expresses the relationship between a current asset to current liabilities. The debt-to-equity ratio measures how much you are using debt to finance your business relative to equity. It measures how much a company earns (usually after taxes) relative to its sales. A company with a higher net profit margin than its competitor is usually more efficient, flexible and able to take on new opportunities. The&nbsp;Debt Ratio&nbsp;measures the liabilities in comparison to the assets of the company.<\/p>\n<\/p>\n<ul>\n<li>Before investing, the investor uses all the above ratios to maximize profit and analyze risk.<\/li>\n<li>The amount of stockholders\u2019 equity reported on a corporation\u2019s balance sheet is the amount as of the final moment of the accounting year.<\/li>\n<li>Risk-adjusted return on capital (RAROC) measures the return on capital adjusted for the riskiness of the investments.<\/li>\n<li>A cost flow assumption where the last (recent) costs are assumed to flow out of the asset account first.<\/li>\n<li>ROCE helps determine how profitably a company utilizes its capital and compares profitability between companies.<\/li>\n<\/ul>\n<p><h2>Efficiency Ratio<\/h2>\n<\/p>\n<p><p>Some items in inventory may not have had any sales in more than a year, some may not have had sales in six months, some may sell within weeks of arriving from the suppliers, etc. The days\u2019 sales in receivables (also known as the average collection period) indicates the average amount of time it took in the past year for a company to collect its accounts receivable. Example <a href=\"https:\/\/snab-e.ru\/news\/1473\/2068\/view.htm\">https:\/\/snab-e.ru\/news\/1473\/2068\/view.htm<\/a> 10Assume that a company competes in an industry where customers are  given credit terms of net 30 days.<\/p>\n<\/p>\n<p><h2>Return on Equity&nbsp;(ROE)<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='316' src='https:\/\/www.youtube.com\/embed\/pmd1kb-D1jE' frameborder='0' alt='financial ratios examples' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>So what are the ratios you should be paying attention to&#8211;and what plot twists will they add to the story your reporting tells? Let&#8217;s take a look, but first, let&#8217;s look at a  definition of financial ratios. Operating profit is calculated by deducting selling, general and administrative expenses from a company\u2019s gross profit amount. For example, a higher asset turnover ratio indicates the machinery used is efficient.<\/p>\n<\/p>\n<p><p>A corporation\u2019s own stock that has been repurchased from stockholders. Also a stockholders\u2019 equity account that usually reports the cost of the stock that has been repurchased. Net sales is the gross amount of Sales minus Sales Returns and Allowances, and Sales Discounts for the time interval indicated on the income statement. Others use the term to mean the percentage of gross profit dollars divided by net sales dollars.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"financial ratios examples\"\/><\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"financial ratios examples\"\/><\/p>\n<p><p>Industry-standard data is available for a fee from a variety of sources. Industry Canada\u2019s Financial Performance Data, offers basic financial ratios by industry, all based on Statistics Canada data. Debt-to-equity ratio is used by bankers to see how your assets are financed, whether it comes from creditors or your own investments, for example.<\/p>\n<\/p>\n<ul>\n<li>Investors should look for companies with strong liquidity ratios, as this suggests the company easily converts assets to cash to pay off debts and continue operations.<\/li>\n<li>He can easily compare and predict a company\u2019s future growth through ratios.<\/li>\n<li>Earnings per share (EPS) is a measure of the profitability of a company.<\/li>\n<li>Accounts Receivables turnover determines the efficiency of a company in collecting cash out of Credit sales made during the year.<\/li>\n<li>A higher ratio indicates a company covers its short-term debts with operating cash flow.<\/li>\n<li>This ratio takes the current ratio a step further by excluding inventory from your current assets.<\/li>\n<\/ul>\n<p><h2>#6 &#8211; Debtors or Receivable Turnover Ratio<\/h2>\n<\/p>\n<p><p>Our work has been directly cited by organizations including MarketWatch, Bloomberg, Axios, TechCrunch, Forbes, NerdWallet, GreenBiz, Reuters, and many others. Carbon Collective is the first online investment advisor 100% focused on solving climate change. We believe that sustainable investing is not just an important climate <a href=\"https:\/\/allslim.ru\/1355-platforma-bosu.html\">https:\/\/allslim.ru\/1355-platforma-bosu.html<\/a> solution, but a smart way to invest. They have contributed to top tier financial publications, such as Reuters, Axios, Ag Funder News, Bloomberg, Marketwatch, Yahoo! Finance, and many others.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This allows an investor to evaluate trends in the cost structure and profitability relative to revenue. It indicates the company is becoming more profitable, if the gross margin or net profit margin as a percent of revenue is increasing over time. Horizontal analysis is a critical framework for evaluating the financial performance of a company over time when performing stock market analysis. This technique involves comparing numbers on the financial statements between two or more years to identify increases and decreases in accounts as well as growth trends. This means for every Rs.1 in assets, XYZ Company generated Rs.2 in revenue. What is the framework for ratio analysis? But if the margin is just 1%, then a slight increase in cost might result in a loss. A high leverage ratio increases a company&#8217;s exposure to risk and company downturns, but in turn, also comes the potential for higher returns. The acronym for earnings before interest, taxes, depreciation, and amortization. This measure is used by some companies as a supplementary disclosure, since EBITDA does not https:\/\/snab-e.ru\/press\/1285\/598\/view.htm comply with U.S. Some of these assets might be better used to invest in the company or to pay shareholder dividends. The higher the ROA, the better a company utilizes assets to generate profits. Having a smaller number of days\u2019 sales in receivables means that on average, the company is converting its receivables into the cash needed to pay its current liabilities. This means for every Rs.1 of capital used, the company generates Rs.0.20 in EBIT. To make better use of their information, a company may compare several numbers together. Ratio #8 Earnings Per Share The current ratio expresses the relationship between a current asset to current liabilities. The debt-to-equity ratio measures how much you are using debt to finance your business relative to equity. It measures how much a company earns (usually after taxes) relative to its sales. A company with a higher net profit margin than its competitor is usually more efficient, flexible and able to take on new opportunities. The&nbsp;Debt Ratio&nbsp;measures the liabilities in comparison to the assets of the company. Before investing, the investor uses all the above ratios to maximize profit and analyze risk. The amount of stockholders\u2019 equity reported on a corporation\u2019s balance sheet is the amount as of the final moment of the accounting year. Risk-adjusted return on capital (RAROC) measures the return on capital adjusted for the riskiness of the investments. A cost flow assumption where the last (recent) costs are assumed to flow out of the asset account first. ROCE helps determine how profitably a company utilizes its capital and compares profitability between companies. Efficiency Ratio Some items in inventory may not have had any sales in more than a year, some may not have had sales in six months, some may sell within weeks of arriving from the suppliers, etc. The days\u2019 sales in receivables (also known as the average collection period) indicates the average amount of time it took in the past year for a company to collect its accounts receivable. Example https:\/\/snab-e.ru\/news\/1473\/2068\/view.htm 10Assume that a company competes in an industry where customers are given credit terms of net 30 days. Return on Equity&nbsp;(ROE) So what are the ratios you should be paying attention to&#8211;and what plot twists will they add to the story your reporting tells? Let&#8217;s take a look, but first, let&#8217;s look at a definition of financial ratios. Operating profit is calculated by deducting selling, general and administrative expenses from a company\u2019s gross profit amount. For example, a higher asset turnover ratio indicates the machinery used is efficient. A corporation\u2019s own stock that has been repurchased from stockholders. Also a stockholders\u2019 equity account that usually reports the cost of the stock that has been repurchased. Net sales is the gross amount of Sales minus Sales Returns and Allowances, and Sales Discounts for the time interval indicated on the income statement. Others use the term to mean the percentage of gross profit dollars divided by net sales dollars. Industry-standard data is available for a fee from a variety of sources. Industry Canada\u2019s Financial Performance Data, offers basic financial ratios by industry, all based on Statistics Canada data. Debt-to-equity ratio is used by bankers to see how your assets are financed, whether it comes from creditors or your own investments, for example. Investors should look for companies with strong liquidity ratios, as this suggests the company easily converts assets to cash to pay off debts and continue operations. He can easily compare and predict a company\u2019s future growth through ratios. Earnings per share (EPS) is a measure of the profitability of a company. Accounts Receivables turnover determines the efficiency of a company in collecting cash out of Credit sales made during the year. A higher ratio indicates a company covers its short-term debts with operating cash flow. This ratio takes the current ratio a step further by excluding inventory from your current assets. #6 &#8211; Debtors or Receivable Turnover Ratio Our work has been directly cited by organizations including MarketWatch, Bloomberg, Axios, TechCrunch, Forbes, NerdWallet, GreenBiz, Reuters, and many others. Carbon Collective is the first online investment advisor 100% focused on solving climate change. We believe that sustainable investing is not just an important climate https:\/\/allslim.ru\/1355-platforma-bosu.html solution, but a smart way to invest. They have contributed to top tier financial publications, such as Reuters, Axios, Ag Funder News, Bloomberg, Marketwatch, Yahoo! Finance, and many others.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"wp_popup_display_lightbox":0,"wp_popup_suppress":"","wp_popup_trigger":"","wp_popup_trigger_amount":0,"wp_popup_disable_on_mobile":false,"footnotes":""},"categories":[48],"tags":[],"class_list":["post-1102","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v22.1 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Accounting Ratios What Are They, Types, Examples - Drivin<\/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:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Accounting Ratios What Are They, Types, Examples - Drivin\" \/>\n<meta property=\"og:description\" content=\"This allows an investor to evaluate trends in the cost structure and profitability relative to revenue. It indicates the company is becoming more profitable, if the gross margin or net profit margin as a percent of revenue is increasing over time. Horizontal analysis is a critical framework for evaluating the financial performance of a company over time when performing stock market analysis. This technique involves comparing numbers on the financial statements between two or more years to identify increases and decreases in accounts as well as growth trends. This means for every Rs.1 in assets, XYZ Company generated Rs.2 in revenue. What is the framework for ratio analysis? But if the margin is just 1%, then a slight increase in cost might result in a loss. A high leverage ratio increases a company&#8217;s exposure to risk and company downturns, but in turn, also comes the potential for higher returns. The acronym for earnings before interest, taxes, depreciation, and amortization. This measure is used by some companies as a supplementary disclosure, since EBITDA does not https:\/\/snab-e.ru\/press\/1285\/598\/view.htm comply with U.S. Some of these assets might be better used to invest in the company or to pay shareholder dividends. The higher the ROA, the better a company utilizes assets to generate profits. Having a smaller number of days\u2019 sales in receivables means that on average, the company is converting its receivables into the cash needed to pay its current liabilities. This means for every Rs.1 of capital used, the company generates Rs.0.20 in EBIT. To make better use of their information, a company may compare several numbers together. Ratio #8 Earnings Per Share The current ratio expresses the relationship between a current asset to current liabilities. The debt-to-equity ratio measures how much you are using debt to finance your business relative to equity. It measures how much a company earns (usually after taxes) relative to its sales. A company with a higher net profit margin than its competitor is usually more efficient, flexible and able to take on new opportunities. The&nbsp;Debt Ratio&nbsp;measures the liabilities in comparison to the assets of the company. Before investing, the investor uses all the above ratios to maximize profit and analyze risk. The amount of stockholders\u2019 equity reported on a corporation\u2019s balance sheet is the amount as of the final moment of the accounting year. Risk-adjusted return on capital (RAROC) measures the return on capital adjusted for the riskiness of the investments. A cost flow assumption where the last (recent) costs are assumed to flow out of the asset account first. ROCE helps determine how profitably a company utilizes its capital and compares profitability between companies. Efficiency Ratio Some items in inventory may not have had any sales in more than a year, some may not have had sales in six months, some may sell within weeks of arriving from the suppliers, etc. The days\u2019 sales in receivables (also known as the average collection period) indicates the average amount of time it took in the past year for a company to collect its accounts receivable. Example https:\/\/snab-e.ru\/news\/1473\/2068\/view.htm 10Assume that a company competes in an industry where customers are given credit terms of net 30 days. Return on Equity&nbsp;(ROE) So what are the ratios you should be paying attention to&#8211;and what plot twists will they add to the story your reporting tells? Let&#8217;s take a look, but first, let&#8217;s look at a definition of financial ratios. Operating profit is calculated by deducting selling, general and administrative expenses from a company\u2019s gross profit amount. For example, a higher asset turnover ratio indicates the machinery used is efficient. A corporation\u2019s own stock that has been repurchased from stockholders. Also a stockholders\u2019 equity account that usually reports the cost of the stock that has been repurchased. Net sales is the gross amount of Sales minus Sales Returns and Allowances, and Sales Discounts for the time interval indicated on the income statement. Others use the term to mean the percentage of gross profit dollars divided by net sales dollars. Industry-standard data is available for a fee from a variety of sources. Industry Canada\u2019s Financial Performance Data, offers basic financial ratios by industry, all based on Statistics Canada data. Debt-to-equity ratio is used by bankers to see how your assets are financed, whether it comes from creditors or your own investments, for example. Investors should look for companies with strong liquidity ratios, as this suggests the company easily converts assets to cash to pay off debts and continue operations. He can easily compare and predict a company\u2019s future growth through ratios. Earnings per share (EPS) is a measure of the profitability of a company. Accounts Receivables turnover determines the efficiency of a company in collecting cash out of Credit sales made during the year. A higher ratio indicates a company covers its short-term debts with operating cash flow. This ratio takes the current ratio a step further by excluding inventory from your current assets. #6 &#8211; Debtors or Receivable Turnover Ratio Our work has been directly cited by organizations including MarketWatch, Bloomberg, Axios, TechCrunch, Forbes, NerdWallet, GreenBiz, Reuters, and many others. Carbon Collective is the first online investment advisor 100% focused on solving climate change. We believe that sustainable investing is not just an important climate https:\/\/allslim.ru\/1355-platforma-bosu.html solution, but a smart way to invest. They have contributed to top tier financial publications, such as Reuters, Axios, Ag Funder News, Bloomberg, Marketwatch, Yahoo! Finance, and many others.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/\" \/>\n<meta property=\"og:site_name\" content=\"Drivin\" \/>\n<meta property=\"article:published_time\" content=\"2022-01-25T13:30:43+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2025-04-21T16:51:03+00:00\" \/>\n<meta name=\"author\" content=\"admin\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. tempo de leitura\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 minutos\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/\",\"url\":\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/\",\"name\":\"Accounting Ratios What Are They, Types, Examples - Drivin\",\"isPartOf\":{\"@id\":\"https:\/\/drivin.com.br\/#website\"},\"datePublished\":\"2022-01-25T13:30:43+00:00\",\"dateModified\":\"2025-04-21T16:51:03+00:00\",\"author\":{\"@id\":\"https:\/\/drivin.com.br\/#\/schema\/person\/f09e1df8e5a45815354d72b643ad9414\"},\"breadcrumb\":{\"@id\":\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/#breadcrumb\"},\"inLanguage\":\"pt-BR\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"In\u00edcio\",\"item\":\"https:\/\/drivin.com.br\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Accounting Ratios What Are They, Types, Examples\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/drivin.com.br\/#website\",\"url\":\"https:\/\/drivin.com.br\/\",\"name\":\"Drivin\",\"description\":\"\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/drivin.com.br\/?s={search_term_string}\"},\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"pt-BR\"},{\"@type\":\"Person\",\"@id\":\"https:\/\/drivin.com.br\/#\/schema\/person\/f09e1df8e5a45815354d72b643ad9414\",\"name\":\"admin\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"pt-BR\",\"@id\":\"https:\/\/drivin.com.br\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/2ec426a992e9b32595cf0d724015643493817f529abca5f685b61a70332812df?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/2ec426a992e9b32595cf0d724015643493817f529abca5f685b61a70332812df?s=96&d=mm&r=g\",\"caption\":\"admin\"},\"sameAs\":[\"https:\/\/wp.drivin.com.br\"],\"url\":\"https:\/\/drivin.com.br\/index.php\/author\/admin_drivin\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Accounting Ratios What Are They, Types, Examples - Drivin","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/drivin.com.br\/index.php\/2022\/01\/25\/accounting-ratios-what-are-they-types-examples\/","og_locale":"pt_BR","og_type":"article","og_title":"Accounting Ratios What Are They, Types, Examples - Drivin","og_description":"This allows an investor to evaluate trends in the cost structure and profitability relative to revenue. It indicates the company is becoming more profitable, if the gross margin or net profit margin as a percent of revenue is increasing over time. Horizontal analysis is a critical framework for evaluating the financial performance of a company over time when performing stock market analysis. This technique involves comparing numbers on the financial statements between two or more years to identify increases and decreases in accounts as well as growth trends. This means for every Rs.1 in assets, XYZ Company generated Rs.2 in revenue. What is the framework for ratio analysis? But if the margin is just 1%, then a slight increase in cost might result in a loss. A high leverage ratio increases a company&#8217;s exposure to risk and company downturns, but in turn, also comes the potential for higher returns. The acronym for earnings before interest, taxes, depreciation, and amortization. This measure is used by some companies as a supplementary disclosure, since EBITDA does not https:\/\/snab-e.ru\/press\/1285\/598\/view.htm comply with U.S. Some of these assets might be better used to invest in the company or to pay shareholder dividends. The higher the ROA, the better a company utilizes assets to generate profits. Having a smaller number of days\u2019 sales in receivables means that on average, the company is converting its receivables into the cash needed to pay its current liabilities. This means for every Rs.1 of capital used, the company generates Rs.0.20 in EBIT. To make better use of their information, a company may compare several numbers together. Ratio #8 Earnings Per Share The current ratio expresses the relationship between a current asset to current liabilities. The debt-to-equity ratio measures how much you are using debt to finance your business relative to equity. It measures how much a company earns (usually after taxes) relative to its sales. A company with a higher net profit margin than its competitor is usually more efficient, flexible and able to take on new opportunities. The&nbsp;Debt Ratio&nbsp;measures the liabilities in comparison to the assets of the company. Before investing, the investor uses all the above ratios to maximize profit and analyze risk. The amount of stockholders\u2019 equity reported on a corporation\u2019s balance sheet is the amount as of the final moment of the accounting year. Risk-adjusted return on capital (RAROC) measures the return on capital adjusted for the riskiness of the investments. A cost flow assumption where the last (recent) costs are assumed to flow out of the asset account first. ROCE helps determine how profitably a company utilizes its capital and compares profitability between companies. Efficiency Ratio Some items in inventory may not have had any sales in more than a year, some may not have had sales in six months, some may sell within weeks of arriving from the suppliers, etc. The days\u2019 sales in receivables (also known as the average collection period) indicates the average amount of time it took in the past year for a company to collect its accounts receivable. Example https:\/\/snab-e.ru\/news\/1473\/2068\/view.htm 10Assume that a company competes in an industry where customers are given credit terms of net 30 days. Return on Equity&nbsp;(ROE) So what are the ratios you should be paying attention to&#8211;and what plot twists will they add to the story your reporting tells? Let&#8217;s take a look, but first, let&#8217;s look at a definition of financial ratios. Operating profit is calculated by deducting selling, general and administrative expenses from a company\u2019s gross profit amount. For example, a higher asset turnover ratio indicates the machinery used is efficient. A corporation\u2019s own stock that has been repurchased from stockholders. Also a stockholders\u2019 equity account that usually reports the cost of the stock that has been repurchased. Net sales is the gross amount of Sales minus Sales Returns and Allowances, and Sales Discounts for the time interval indicated on the income statement. Others use the term to mean the percentage of gross profit dollars divided by net sales dollars. Industry-standard data is available for a fee from a variety of sources. Industry Canada\u2019s Financial Performance Data, offers basic financial ratios by industry, all based on Statistics Canada data. Debt-to-equity ratio is used by bankers to see how your assets are financed, whether it comes from creditors or your own investments, for example. Investors should look for companies with strong liquidity ratios, as this suggests the company easily converts assets to cash to pay off debts and continue operations. He can easily compare and predict a company\u2019s future growth through ratios. Earnings per share (EPS) is a measure of the profitability of a company. Accounts Receivables turnover determines the efficiency of a company in collecting cash out of Credit sales made during the year. A higher ratio indicates a company covers its short-term debts with operating cash flow. This ratio takes the current ratio a step further by excluding inventory from your current assets. #6 &#8211; Debtors or Receivable Turnover Ratio Our work has been directly cited by organizations including MarketWatch, Bloomberg, Axios, TechCrunch, Forbes, NerdWallet, GreenBiz, Reuters, and many others. Carbon Collective is the first online investment advisor 100% focused on solving climate change. We believe that sustainable investing is not just an important climate https:\/\/allslim.ru\/1355-platforma-bosu.html solution, but a smart way to invest. They have contributed to top tier financial publications, such as Reuters, Axios, Ag Funder News, Bloomberg, Marketwatch, Yahoo! 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