{"id":7862,"date":"2023-01-30T17:31:06","date_gmt":"2023-01-30T17:31:06","guid":{"rendered":"https:\/\/easycleanservice.net\/?p=7862"},"modified":"2025-11-10T16:18:51","modified_gmt":"2025-11-10T16:18:51","slug":"gross-profit-ratio-gp-ratio-formula-explanation","status":"publish","type":"post","link":"https:\/\/easycleanservice.net\/?p=7862","title":{"rendered":"Gross Profit Ratio GP Ratio Formula, Explanation, Example and Interpretation"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"gross profit\"\/><\/p>\n<p><p>It indicates the company&#8217;s profit and net profit after deducting all the expenses. The higher profit margin and higher profit are reflected in the income statement, and it is crucial in evaluating the company&#8217;s performance. The margin ratio, which is the percentage of revenue left after deducting all costs, is a significant indicator of the company&#8217;s efficiency in managing its expenses and generating profit. To calculate the gross profit, you must subtract the cost of goods sold (COG) from the total revenue.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='567' height='316' src='https:\/\/www.youtube.com\/embed\/DM7TqljUues' frameborder='0' alt='gross profit' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>\u00a9 AccountsBalance, 2025. All rights reserved. An EcomBalance Company.<\/h2>\n<\/p>\n<p><p>It shows your product is generating value, even if you haven\u2019t yet reached profitability. This concept aligns with the Rule of 40\u2014which suggests a SaaS company\u2019s combined growth rate and profit margin should exceed 40 percent. Positive cash flows include your sales revenue plus additional income sources, such as investments or money earned from the sale of an asset.<\/p>\n<\/p>\n<ul>\n<li>Book a demo today to see what running your business is like with Bench.<\/li>\n<li>Looking at both mechanic shops\u2019 figures, the second mechanic uses money more efficiently.<\/li>\n<li>Determining what constitutes a \u201cgood\u201d gross profit margin is not a one-size-fits-all proposition, as it varies by industry, business size, and economic conditions.<\/li>\n<li>Once everything else was accounted for, the company was left with 29% of its income.<\/li>\n<li>Sally\u2019s business manufactures hiking boots, and her firm just completed its first year of operations.<\/li>\n<li>Gross profit is a crucial financial metric that serves as a key indicator of a company\u2019s financial health and operational efficiency.<\/li>\n<li>Gross profit is a metric shown on the income statement of companies and may also be referred to as gross margin or gross income.<\/li>\n<\/ul>\n<p><h2>How to Calculate Gross Profit<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='316' src='https:\/\/www.youtube.com\/embed\/R8voRf5BjdA' frameborder='0' alt='gross profit' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>The ability to purchase products and services <a href=\"https:\/\/accounting-services.net\/what-is-gross-profit-percentage\/\">gross profit<\/a> online also puts downward pressure on prices. The cost of goods sold (COGS) balance includes both direct and indirect costs (or overheads). Managers need to analyse costs and determine whether they are direct or indirect.<\/p>\n<\/p>\n<p><h2>Gross Profit Margin: Formula and What It Tells You<\/h2>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"gross profit\"\/><\/p>\n<p><p>The gross profit margin may be improved by increasing sales price or decreasing cost of sales. However, such measures may have negative effects such as decrease in sales volume due to increased prices, or lower product quality as a result <a href=\"https:\/\/www.google.com\/search?q=trial+balance\">trial balance<\/a> of cutting costs. Nonetheless, the gross profit margin should be relatively stable except when there is significant change to the company\u2019s business model.<\/p>\n<\/p>\n<ul>\n<li>Beyond the spreadsheets and numbers, gross profit is the compass guiding your profitability.<\/li>\n<li>However, businesses use gross profit margin to assess their performances as the gross profit figure could be the exact same while the gross profit margin could be on a decline.<\/li>\n<li>A lower GPM suggests your company may be struggling to control costs or set competitive prices.<\/li>\n<li>Below is a break down of subject weightings in the FMVA\u00ae financial analyst program.<\/li>\n<li>Understanding gross profit helps businesses make informed decisions about pricing.<\/li>\n<li>Both gross margin and operating margin\u00a0help you understand your business\u2019s profits better, but they differ in how detailed their calculations are and how they\u2019re used and analyzed.<\/li>\n<\/ul>\n<ul>\n<li>While gross profit is the amount of money as an absolute value that remains after COGS is subtracted, gross profit margin is gross profit as a percent of revenue.<\/li>\n<li>However, if a customer contract requires you to hire an outside firm to assess quality control, that one-time cost may be considered a fixed direct cost.<\/li>\n<li>In its 2024 fiscal year, we can see the company registered $43.45 billion in revenue, costing $33.85 billion to produce.<\/li>\n<li>Analysts use a company\u2019s gross profit margin to compare its business model with its competitors.<\/li>\n<li>Monica can also compute this ratio in a percentage using the gross profit margin formula.<\/li>\n<li>It also allows companies to cover operating expenses, taxes, and interest, increasing profit.<\/li>\n<\/ul>\n<p><p>The COG includes the direct costs of producing the goods or services, such as raw materials and labor. Once you have the gross profit, you can calculate the gross  margin by dividing the gross profit by the net revenue. The gross margin is a percentage that indicates how much of the total revenue is left after covering the COG. This figure is important for understanding the company&#8217;s profitability and ability to cover fixed costs. Gross profit\u2014also known as sales profit or gross income\u2014measures the money your company\u2019s goods or services earn after subtracting the total costs to produce and sell them. It\u2019s calculated by  subtracting the cost of goods sold (COGS) from sales revenue.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>It indicates the company&#8217;s profit and net profit after deducting all the expenses. The higher&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[164],"tags":[],"_links":{"self":[{"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/posts\/7862"}],"collection":[{"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7862"}],"version-history":[{"count":1,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/posts\/7862\/revisions"}],"predecessor-version":[{"id":7863,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=\/wp\/v2\/posts\/7862\/revisions\/7863"}],"wp:attachment":[{"href":"https:\/\/easycleanservice.net\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7862"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7862"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/easycleanservice.net\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7862"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}