{"id":1009,"date":"2020-12-07T17:32:47","date_gmt":"2020-12-07T08:32:47","guid":{"rendered":"https:\/\/alwasiq.net\/jp\/?p=1009"},"modified":"2024-03-12T22:28:02","modified_gmt":"2024-03-12T13:28:02","slug":"how-to-calculate-profit-percentage-in-excel-3","status":"publish","type":"post","link":"https:\/\/atrad.ae\/jp\/how-to-calculate-profit-percentage-in-excel-3\/","title":{"rendered":"How to Calculate Profit Percentage in Excel 3 Methods"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"455px\" alt=\"how to calculate profit in excel\"\/><\/p>\n<p><p>The first step in calculating profit is to add up your total revenue and total expenses. This function allows you to quickly sum up a range of cells. Profit margin is a critical financial metric that every business owner, big or small, should understand.<\/p>\n<\/p>\n<p><p>By utilizing the SUM and MINUS functions in Excel, you can effectively calculate your profit and gain valuable insights into the financial health of your business. After obtaining the total revenue and total expenses figures, the next step is to calculate the profit. This can be done by subtracting the total expenses from the total revenue. Now, we see the calculation process of the operating profit. In the below dataset, we have different operating costs from the product cost. In any business organization, large or small, you need to know some bookkeeping basics, e.g. how to calculate profit or loss.<\/p>\n<\/p>\n<p><h2>Mastering Formulas In Excel: What Is Net Present Value Formula<\/h2>\n<\/p>\n<p><p>In this article, we described how to calculate the profit percentage in Excel. We showed three different types of profit calculation here. Please have <a href=\"https:\/\/www.topbitcoinnews.org\/\">https:\/\/www.topbitcoinnews.org\/<\/a> a look at our website Exceldemy.com and give your suggestions in the comment box. We will find out the operating profit by following the steps below.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"459px\" alt=\"how to calculate profit in excel\"\/><\/p>\n<p><p>Assume that we have the following dataset of a clothing store with their selling price and the cost. Profit is the amount of money a company has left over after all expenses have  been deducted from the revenue generated. It is a key indicator of a company&#8217;s success and sustainability. Profit can be reinvested into the business to fuel growth, or distributed to shareholders as dividends. To get the value in percentage, simply left-click the cell and select \u201cPercentage\u201d under the category.<\/p>\n<\/p>\n<p><h2>About Excel Dashboards<\/h2>\n<\/p>\n<p><p>A low profit margin could indicate several issues, such as high costs, low pricing, or inefficiencies. Investigate these areas to identify opportunities for improvement. When it comes to analyzing profit data, Excel is a powerful tool that offers a wide range of features to help you make sense of your financial information. In this tutorial, we will explore how to leverage Excel&#8217;s charts and graphs, as well as its sorting and filtering capabilities, to effectively analyze profit data.<\/p>\n<\/p>\n<p><p>With these skills, business professionals can be better equipped to steer their organizations towards profitability and sustainability. Profit is the financial gain that a business receives after deducting all expenses from its revenue. It is essential for businesses as it indicates their financial health and sustainability. It also serves as a measure <a href=\"https:\/\/www.crypto-trading.info\/\">https:\/\/www.crypto-trading.info\/<\/a> of success and helps in making informed decisions for future growth and investment. Finally, remember that while the profit margin formula in Excel gives you a quantitative measure of profitability, qualitative factors are equally important. Customer satisfaction, brand reputation, and market conditions can all impact your business\u2019s success.<\/p>\n<\/p>\n<ol>\n<li>Now, we see the calculation process of the operating profit.<\/li>\n<li>It helps to avoid any confusion or misinterpretation of the data, and allows for quick and accurate analysis of the financial performance of your business.<\/li>\n<li>Mastering these techniques will enable you to make informed decisions and drive your company towards greater success.<\/li>\n<li>We will get the Operating profit by deducting the operating cost and the cost of the product from the revenue.<\/li>\n<\/ol>\n<p><p>Once you\u2019ve created your profit margin formula in Excel, you\u2019ll be able to quickly and easily calculate your profit margins for various products, services, or time periods. This can help you make informed decisions about pricing, cost-cutting, and business strategy. By using this simple formula, businesses can easily determine their profit  margin and make informed decisions about their financial performance and future strategies.<\/p>\n<\/p>\n<p><p>Before we get into the nitty-gritty, let\u2019s clarify what we\u2019re aiming to achieve in the following steps. Simply put, we\u2019re going to set up a basic profit margin formula in Excel. This will allow you to automatically calculate your profit margins based on revenue and costs you input.<\/p>\n<\/p>\n<p><p>A profit margin isn\u2019t just a percentage; it\u2019s a beacon that guides businesses toward financial success. So, go ahead and harness the power of Excel, and let those profit margins be not just numbers, but narratives of your business triumphs. <a href=\"https:\/\/www.bitcoin-mining.biz\/\">https:\/\/www.bitcoin-mining.biz\/<\/a> You can set up your Excel sheet to calculate profit margins for various products or services by inputting the respective revenue and costs for each. Calculating profit in Excel is a fundamental skill for business professionals.<\/p>\n<\/p>\n<p><p>In this step, you\u2019ll need to have your financial data at hand. First of all, we need to prepare the data for the calculation of the profit margin. Here, in the above table, we\u2019ve put some values that we are going to use to find the profit margin between the sale_price and actual_cost. Divide this result by the total revenue to calculate the net profit margin in Excel. Mastering profit calculation in Excel is essential for effective business management. It allows businesses to accurately track their financial performance, identify areas for improvement, and make strategic decisions to drive growth and success.<\/p>\n<\/p>\n<p><h2>How to Make a Profit Margin Formula in Excel: A Step-by-Step Guide<\/h2>\n<\/p>\n<p><p>Using these formulas in Excel, you can easily and quickly calculate your business\u2019s profit and profit margins. These metrics can help you make informed decisions and improve your company\u2019s overall profitability. Gross profit margin measures a company\u2019s profitability, calculated by taking the gross profit (total income minus cost) divided by total income. While setting up a profit margin formula in Excel may seem straightforward, there\u2019s a bit more to keep in mind. For instance, it\u2019s essential to ensure that all your financial data is up-to-date and accurate before inputting it into Excel. This means considering discounts, returns, and any other factors that could affect your revenue or costs.<\/p>\n<\/p>\n<p><h2>How to Calculate Profit Margin in Excel: A Step-by-Step Guide With Examples<\/h2>\n<\/p>\n<p><p>Assume your business had a total revenue of $10,000 in July and the cost of goods sold (COGS) equaled $4,000. We will get the Operating profit by deducting the operating cost and the cost of the product from the revenue. The operating cost includes transportation, the salary of employees, rent, marketing costs, and maintenance costs. The net profit margin also includes non-operating expenses such as interest (on debt) and taxes. When calculating profit in Excel, it is important to not only input the data accurately, but also to format the cells and data for clear presentation. This ensures that the results are easy to interpret and analyze.<\/p>\n<\/p>\n<p><h2>Utilizing conditional formatting for profit analysis<\/h2>\n<\/p>\n<p><p>Divide this result by the total revenue to calculate the gross profit margin in Excel. Calculating gross profit margin, operating profit margin and net profit margin in Excel is easy. In this tutorial, we will discuss calculating profit and profit margin in Excel using custom formulas. Specifically, we will cover how to calculate gross profit, operating profit, and net profit and how to use these formulas in Excel.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The first step in calculating profit is to add up your total revenue and total e&thinsp;&#8230;&thinsp;<span class=\"article-list__text-more\">\u7d9a\u304d\u3092\u8aad\u3080<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[24],"tags":[],"class_list":["post-1009","post","type-post","status-publish","format-standard","hentry","category-cryptocurrency-service-3"],"_links":{"self":[{"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/posts\/1009","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/comments?post=1009"}],"version-history":[{"count":1,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/posts\/1009\/revisions"}],"predecessor-version":[{"id":1010,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/posts\/1009\/revisions\/1010"}],"wp:attachment":[{"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/media?parent=1009"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/categories?post=1009"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/atrad.ae\/jp\/wp-json\/wp\/v2\/tags?post=1009"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}