{"id":365,"date":"2024-04-24T15:09:55","date_gmt":"2024-04-24T15:09:55","guid":{"rendered":"https:\/\/dr-heshmati.ir\/?p=365"},"modified":"2024-05-15T15:54:16","modified_gmt":"2024-05-15T15:54:16","slug":"profit-equation-explained-types-formulas-examples","status":"publish","type":"post","link":"https:\/\/dr-heshmati.ir\/index.php\/2024\/04\/24\/profit-equation-explained-types-formulas-examples\/","title":{"rendered":"Profit equation explained: Types, formulas &#038; 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=\"255px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><p>Thomas&#8217; experience gives him expertise in a variety of areas including investments, retirement, insurance, and financial planning. ProfitWell <a href=\"https:\/\/businesstribuneonline.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\" target=\"_blank\" rel=\"noopener\">accounting services for startups<\/a> Retain&nbsp;is a solution designed to help you improve&nbsp;customer retention. It will help you monitor churn and identify the primary contributors.<\/p>\n<\/p>\n<ul>\n<li>Instead of providing a profit definition, let&#8217;s do it more naturally &#8211; you have an item you wish to sell.<\/li>\n<li>Profit margin can also be calculated on an after-tax basis, but before any debt payments are made.<\/li>\n<li>Owners should calculate the statement of retained earnings at the end of each accounting period, even if the amount of dividends issued was zero.<\/li>\n<li>Nonetheless, you&#8217;ll need to include the depreciation of assets and amortization.<\/li>\n<\/ul>\n<p><h2>Accounting Profit vs. Economic Profit<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpg;base64,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\" width=\"250px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><p>Target profit analysis is about&nbsp;finding out the estimated business activities to perform to earn a target&nbsp;profit during a certain period of time. Among these activities, management is especially interested to find out the sales volume required to generate a target profit. Profitability metrics are important for business owners because they highlight points of weakness in the operational <a href=\"https:\/\/stocktondaily.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\" target=\"_blank\" rel=\"noopener\">https:\/\/stocktondaily.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/<\/a> model and enable year-to-year performance comparison. For investors, a company\u2019s profitability has important implications for its future growth and investment potential. In addition, this type of financial analysis allows both management and investors to see how the company stacks up against the competition. An adjusted gross margin is also useful for internal analysis.<\/p>\n<\/p>\n<p><h2>Accounting Profit vs. Taxable Profit<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='310' src='https:\/\/www.youtube.com\/embed\/tjBNhiV3Pos' frameborder='0' alt='which of the following is the correct equation for profit?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>For our simple examples where cost is linear and revenue is quadratic, we expect the profit function to also be quadratic, and facing down. We will obviously be interested in the spots where the profit function either crosses the axis or reaches a maximum. Figure 2.1, provides graphs of the  revenue, cost, and profit functions. Where \\(R\\) is the revenue and \\(Q\\) is the number of units sold. All basic accounting formulas discussed throughout this post highlight the importance of double-entry bookkeeping.<\/p>\n<\/p>\n<p><h2>Accounting equation<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"256px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><p>These include the cost of labor, raw materials, debts, administrative costs, and nonoperational costs. For instance, your business may have a good&nbsp;gross profit margin. This may give you the impression that you&#8217;re highly profitable. However, upon calculating operating profit, you may realize that the operating expenses are too high. In essence, gross profit gives you a reflection of the proportion of the dollar value the company retains after paying for the direct cost of production. As such, it does not account for overhead costs, taxes, debt payments, and one-time expenses such as equipment purchases.<\/p>\n<\/p>\n<ul>\n<li>In addition, this type of financial analysis allows both management and investors to see how the company stacks up against the competition.<\/li>\n<li>This article will show you how to calculate profit and explain gross profit.<\/li>\n<li>Accounting profit measures actual money inflows versus money outflows and is part of the required financial reporting and transparency of a company.<\/li>\n<li>Sometimes instead of the monetary amount, you want to know the numbers expressed as percentages.<\/li>\n<li>These basic accounting equations are rather broad, meaning they can apply to a variety of businesses.<\/li>\n<\/ul>\n<ul>\n<li>Accounting profit is the net income for a company and is calculated by\u00a0 subtracting expenses from revenues, with guidance from the\u00a0 Generally Accepted Accounting Principles (GAAP).<\/li>\n<li>Economic profit, on the other hand, is not recorded on a company\u2019s financial statements, nor is it required to be disclosed to regulators, investors, or financial institutions.<\/li>\n<li>An adjusted gross margin is also useful for internal analysis.<\/li>\n<li>The most significant profit margin is likely the net profit margin, simply because it uses net income.<\/li>\n<li>Thus, underlying profit eliminates irregular or uncommon events that may affect earnings, such as natural disasters.<\/li>\n<\/ul>\n<p><p>If you want to know more about it, our profit margin calculator is a great tool. Profit is the difference between the price and cost when talking about one item. When dealing with higher volumes of items, total profit is the  difference between revenue and total cost. Generally speaking, profit is the incentive behind the majority of business transactions. One side wants to buy a product or a service, and the other wants to sell it for a profit. A crucial part of understanding company profit is to know the profit per unit.<\/p>\n<\/p>\n<p><p>Using the methods from the previous examples, we write down the functions for revenues and costs. Fortunately,&nbsp;you don\u2019t have to worry about it as small business accounting software can help. Your accounting  software will then crunch the numbers so that you can analyse your business\u2019s health. The more knowledge you have regarding your finances, the more efficiently you can run your business and make profit.<\/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=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><h2>What is the gross profit is the revenue is $5,000 and COGS is $2,000?<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='318' src='https:\/\/www.youtube.com\/embed\/cLG7K6Sq9K4' frameborder='0' alt='which of the following is the correct equation for profit?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Find the revenue function and graph it over the region where it is defined. The company wants to earn a profit of $80,000 for the first quarter of the year 2012. In previous pages of this chapter, we have focused mainly on the break-even point. However, the core objective of every business is not just to break even, but to earn a decent amount of profit. The operating expense is $200,000, and the interest expense is $15,000.<\/p>\n<\/p>\n<p><h2>Examples of Economic Profit<\/h2><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Thomas&#8217; experience gives him expertise in a variety of areas including investments, retirement, insurance, and financial planning. ProfitWell accounting services for startups Retain&nbsp;is a solution designed to help you improve&nbsp;customer retention. It will help you monitor churn and identify the primary contributors. Instead of providing a profit definition, let&#8217;s do it more naturally &#8211; you [&hellip;]<\/p>\n","protected":false},"author":43,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[12],"tags":[],"class_list":["post-365","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/posts\/365","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/users\/43"}],"replies":[{"embeddable":true,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/comments?post=365"}],"version-history":[{"count":1,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/posts\/365\/revisions"}],"predecessor-version":[{"id":366,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/posts\/365\/revisions\/366"}],"wp:attachment":[{"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/media?parent=365"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/categories?post=365"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dr-heshmati.ir\/index.php\/wp-json\/wp\/v2\/tags?post=365"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}