{"id":1086,"date":"2022-09-13T13:59:35","date_gmt":"2022-09-13T13:59:35","guid":{"rendered":"https:\/\/devu05.testdevlink.net\/cavin\/?p=1086"},"modified":"2024-03-28T22:01:32","modified_gmt":"2024-03-28T22:01:32","slug":"what-is-the-profit-margin-after-tax-ratio","status":"publish","type":"post","link":"https:\/\/devu05.testdevlink.net\/cavin\/what-is-the-profit-margin-after-tax-ratio\/","title":{"rendered":"What is the profit margin after tax ratio?"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"451px\" alt=\"profit margin after tax\"\/><\/p>\n<p><p>Pay attention to the price, and buy in bulk when prices are low or supplies are on sale. But to improve your  profit margins, you also need to know how much you are spending. Profit margin can also be calculated on an after-tax basis, but before any debt payments are made. In the first column (let&#8217;s say this is Column A), input your revenue figures.<\/p>\n<\/p>\n<ol>\n<li>Can you use tracking software to manage shipping data and customer notifications?<\/li>\n<li>So if you have figures in cells A2 and B2, the value for C2 is the difference between A2 and B2.<\/li>\n<li>In contrast to net profit margin or after-tax profit margin, it is calculated by dividing a company&#8217;s operating income by its revenue.<\/li>\n<li>The gross profit margin compares gross profit to total revenue, reflecting the percentage of each revenue dollar that is retained as profit after paying for the cost of production.<\/li>\n<li>Are there any parts of the business process that you can automate?<\/li>\n<\/ol>\n<p><p>It\u2019s important to keep an eye on your competitors and compare your net profit margins accordingly. Additionally, it\u2019s important to review your own business\u2019s year-to-year profit margins to ensure that you are on solid financial footing. In addition to income taxes, companies may be subject to other state taxes, which can also vary from one state to another.<\/p>\n<\/p>\n<p><h2>After-Tax Profit Margin vs. Pre-Tax Profit Margin<\/h2>\n<\/p>\n<p><p>Also factored in net sales are deductions for damaged, stolen, and missing products. The net sales figure can be a good indicator of what a company expects to attain in sales for future periods. It is an essential factor in forecasting, and it can also help identify inefficiencies in loss prevention. The after-tax profit margin is <a href=\"https:\/\/www.bookkeeping-reviews.com\/backward-inhibitory-learning-in-honeybees\/\">backward inhibitory learning in honeybees<\/a> calculated by dividing net income by net sales. Hence, if the net income of Company A is $400,000 and the net sales $600,000, the after-tax profit margin is; $400,000\/$600,000. The after-tax profit margin of a company is not static, this is due to the fact that the net income and net sales of the company can increase o otherwise.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"459px\" alt=\"profit margin after tax\"\/><\/p>\n<p><p>Net profit margin is one of the most important indicators of a company\u2019s financial health. By tracking increases and decreases in its net profit margin, a company can assess whether current practices are working and forecast profits based on revenues. Many businesses regularly eliminate low-performing inventory or change their service offerings.<\/p>\n<\/p>\n<p><p>In Column C, you&#8217;ll want to input the formula for your overall profit. So if you have figures in cells A2 and B2, the value for C2 is the difference between A2 and  B2. Your profit margin will be found in Column D. You&#8217;ll have to input the formula, though, (C2\/A2) x 100.<\/p>\n<\/p>\n<p><h2>What Are Net Income and Net Sales?<\/h2>\n<\/p>\n<p><p>This includes not only COGS and operational expenses as referenced above but also payments on debts, taxes, one-time expenses or payments, and any income from investments or secondary operations. A company&#8217;s gross profit margin is calculated by dividing its gross profits by its revenue. Gross profit, in contrast to operating profit or net profit, is calculated by subtracting its cost of goods sold (COGS), but not any other operating or non-operating costs, from its revenue. After-tax profit margin is a financial performance ratio calculated by dividing a company&#8217;s net income by its net sales.<\/p>\n<\/p>\n<p><p>In the first case, the company earns $0.66 in profit for every dollar of sales. However, in the second case, it makes only $0.60 of profit for every dollar of sales. Because companies express&nbsp;net profit margin&nbsp;as a percentage rather than a dollar amount, it is possible to compare the profitability of two or more businesses regardless of size.<\/p>\n<\/p>\n<p><h2>Increase Efficiency<\/h2>\n<\/p>\n<p><p>In business, the profitability of a company is measured through net income. The after-tax profit margin also shows the amount of per dollar sales a company earns. Generally, the after-tax profit margin shows the total revenue left in a company after all expenses have been paid, including taxes.<\/p>\n<\/p>\n<p><p>But cutting low performers will lower your costs and increase your sales, which will raise your profit margin as well. The most significant profit margin is likely the net profit margin, simply because it uses net income. The company\u2019s bottom line is important for investors, creditors, and business decision-makers alike. This is the figure that is most likely to be reported in a company\u2019s financial statements. So, a good net profit margin to aim for as a business owner or manager is highly dependent on your specific industry.<\/p>\n<\/p>\n<p><h2>How to Improve Your Profit Margin<\/h2>\n<\/p>\n<p><p>Having said that, you can use a scale of how a business is doing based on its profit margin. A profit margin of 20% indicates a company is profitable while a margin of 10% is said to be average. It may indicate a problem if a company has a profit margin of 5% or under.<\/p>\n<\/p>\n<p><p>For example, the average net margin in the aerospace and defense sector was recently calculated at 4.05%, while the average for the pharmaceutical drugs sector was 18.35%. So an aerospace company with a net margin of 5% is doing well relative to its category, while a drug maker with a 15% margin is performing relatively poorly. <a href=\"https:\/\/www.bookkeeping-reviews.com\/process-improvement-and-operational-design\/\">https:\/\/www.bookkeeping-reviews.com\/process-improvement-and-operational-design\/<\/a> For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. He is the sole author of all the materials on AccountingCoach.com. This website is using a security service to protect itself from online attacks.<\/p>\n<\/p>\n<p><p>The average net profit margin for general retail sits at 2.65%, while the average margin for restaurants is 12.63%. There are some studies that analyze profit margins by industry.New York University analyzed a variety of industries with net profit margins ranging anywhere from about -29% to as high as 33%. For instance, the study showed that the hotel\/gaming sector had an average net profit margin of -28.56% while banks in the money center had an average net profit margin of 32.61%.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Pay attention to the price, and buy in bulk when prices are low or supplies are on sale. But to improve your profit margins, you also need to know how&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[144],"tags":[],"class_list":["post-1086","post","type-post","status-publish","format-standard","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/posts\/1086","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/comments?post=1086"}],"version-history":[{"count":1,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/posts\/1086\/revisions"}],"predecessor-version":[{"id":1087,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/posts\/1086\/revisions\/1087"}],"wp:attachment":[{"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/media?parent=1086"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/categories?post=1086"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/devu05.testdevlink.net\/cavin\/wp-json\/wp\/v2\/tags?post=1086"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}