{"id":10540,"date":"2021-09-27T16:42:42","date_gmt":"2021-09-27T16:42:42","guid":{"rendered":"https:\/\/www.technoderm.com.tr\/?p=10540"},"modified":"2023-10-17T19:33:31","modified_gmt":"2023-10-17T19:33:31","slug":"financial-ratio-meaning-definition-types-uses","status":"publish","type":"post","link":"https:\/\/www.technoderm.com.tr\/en\/bookkeeping\/financial-ratio-meaning-definition-types-uses\/","title":{"rendered":"Financial Ratio: Meaning, Definition, Types, Uses, Examples"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"255px\" alt=\"financial ratios definition\"\/><\/p>\n<p><p>Ratio analysis refers to the analysis of various pieces of financial information in the financial statements of a business. They are mainly used by external analysts to determine various aspects of a business, such as its profitability, liquidity, and solvency. Analyzing accounting ratios is an important step in determining the financial health of a  company. It can often point out areas that are bringing the profitability of a company down and therefore need improvement.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='318' src='https:\/\/www.youtube.com\/embed\/AEtAFDEj-a0' frameborder='0' alt='financial ratios definition' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>A ratio above 1 means the company has more than enough money to meet its debt servicing needs. A ratio  equal to 1 means its operating income and debt service costs are the same. A ratio below 1 indicates that the company doesn\u2019t have enough operating income to meet its debt service costs. Investors typically favor a higher ratio as it shows that the company may be better at using its assets to generate income. For example, a company that has $10 million in net income and $2 million in average total assets generates $5 in income per $1 of assets. Return on assets or ROA measures net income produced by a company\u2019s total assets.<\/p>\n<\/p>\n<p><h2>Interpreting Financial Ratios: Comparisons and Benchmarks<\/h2>\n<\/p>\n<p><p>Their asset turnover ratio is 10, meaning every dollar in assets generates $10 in sales. To compare companies within an industry using financial ratios, you can analyze industry averages, which provide context for assessing a company&#8217;s performance relative to its peers. By comparing financial ratios across companies, you can identify strengths and weaknesses and make informed investment decisions. The price-to-sales (P\/S) ratio is calculated as the market price per share divided by sales per share.<\/p>\n<\/p>\n<p><p>Most commonly, when people refer to financial statements,&nbsp;they mean the income statement, the balance sheet, the cash flow&nbsp;statement, and the related notes to the accounts. Liquidity ratios measure a company\u2019s ability to meet its debt obligations using its current assets. When a company is experiencing financial difficulties and is unable to pay its debts, it can convert its assets into cash and use the money to settle any pending debts with more ease.<\/p>\n<\/p>\n<p><h2>Price-To-Book (P\/B) Ratio<\/h2>\n<\/p>\n<p><p>These ratios encompass various aspects, including liquidity, solvency, profitability, efficiency, and market valuation. Financial ratios serve various purposes, including assessing a company&#8217;s financial stability, profitability, efficiency, and market valuation. Cost of goods sold is made up of labor, materials, and direct costs. This financial analysis ratio shows the proportion of direct overhead that goes to make up each dollar of sales.<\/p>\n<\/p>\n<p><p>Financial ratio analysis quickly gives you insight into a company&#8217;s financial health. Rather than having to look at raw revenue and expense data, owners and potential investors can simply look up financial ratios that summarize the information they want to learn. <a href=\"https:\/\/accounting-services.net\/a-cpas-perspective-why-you-should-or-shouldnt-work\/\">A CPAs Perspective: Why You Should or Shouldnt Work with a Startup<\/a> There are other financial analysis techniques that owners and potential investors can combine with financial ratios to add to the insights gained. These include analyses such as common size analysis and a more in-depth analysis of the statement of cash flows.<\/p>\n<\/p>\n<p><h2>Quick Ratio (Acid-Test Ratio)<\/h2>\n<\/p>\n<p><p>The information in this glossary is from CFI\u2019s Financial Analysis Fundamentals Course. They are either cash or assets expected to be converted into cash or consumed by the business during the year. Current assets include items such as cash, accounts receivable, and inventory. Below is a glossary of terms and definitions for the most common financial analysis ratios terms. When calculating financial ratios using vertical and horizontal analysis, and ultimately the pyramid of ratios, it\u2019s important to have a solid understanding of basic terms.<\/p>\n<\/p>\n<ul>\n<li>Various abbreviations may be used in financial statements, especially financial statements summarized on the Internet.<\/li>\n<li>Often used in accounting, there are many standard ratios used to try to evaluate the overall financial condition of a corporation or other organization.<\/li>\n<li>This ratio measures a company&#8217;s ability to meet interest payments on its debt, indicating the firm&#8217;s financial stability and risk exposure.<\/li>\n<li>Ratio analysis report permits the stakeholder of an entity to make better sense of the accounts and better understanding of the current fiscal scenario.<\/li>\n<li>This ratio measures the number of times a company collects its receivables during a period, providing insights into the efficiency of its credit and collection policies.<\/li>\n<li>A share of a company\u2019s net profits distributed by the company to a class\u00a0of its stockholders.<\/li>\n<\/ul>\n<p><p>This ratio measures the proportion of sales revenue remaining after deducting operating expenses, providing insights into the company&#8217;s operational efficiency and profitability. The gross margin ratio is calculated as gross profit divided by net sales. This ratio measures the proportion of sales revenue remaining after deducting the cost of goods sold (COGS), indicating the company&#8217;s gross profitability and pricing strategy effectiveness. Some examples of important profitability ratios include the return on equity ratio, return on assets, profit margin, gross margin, and return on capital employed. One of the uses of ratio analysis is to compare a company\u2019s financial performance to similar firms in the industry to understand the company\u2019s position in the market.<\/p>\n<\/p>\n<p><h2>Uses of Ratio Analysis<\/h2>\n<\/p>\n<p><p>Additionally, consulting a wealth management professional can help you navigate these limitations and make informed decisions. The price-to-book (P\/B) ratio is calculated as the market price per share divided by book value <a href=\"https:\/\/adprun.net\/how-to-start-a-bookkeeping-business\/\">https:\/\/adprun.net\/how-to-start-a-bookkeeping-business\/<\/a> per share. This ratio measures the value investors place on each dollar of a company&#8217;s net assets, offering insights into the market&#8217;s perception of the firm&#8217;s underlying asset value and potential for future growth.<\/p><\/p>","protected":false},"excerpt":{"rendered":"<p>Ratio analysis refers to the analysis of various pieces of financial information in the financial statements of a business. They are mainly used by external analysts to determine various aspects of a business, such as its profitability, liquidity, and solvency. Analyzing accounting ratios is an important step in determining the financial health of a company. [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[103],"tags":[],"class_list":["post-10540","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/posts\/10540","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/comments?post=10540"}],"version-history":[{"count":1,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/posts\/10540\/revisions"}],"predecessor-version":[{"id":10541,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/posts\/10540\/revisions\/10541"}],"wp:attachment":[{"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/media?parent=10540"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/categories?post=10540"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.technoderm.com.tr\/en\/wp-json\/wp\/v2\/tags?post=10540"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}