{"id":7052,"date":"2021-10-29T20:49:16","date_gmt":"2021-10-29T18:49:16","guid":{"rendered":"https:\/\/nubis.cloud\/?p=7052"},"modified":"2022-12-01T12:02:39","modified_gmt":"2022-12-01T11:02:39","slug":"how-to-know-if-a-company-is-a-worthwhile","status":"publish","type":"post","link":"https:\/\/nubis.cloud\/?p=7052","title":{"rendered":"How to Know if a Company Is a Worthwhile Investment"},"content":{"rendered":"<p>The gross profit margin can be used by management on a per-unit or per-product basis to identify successful vs. unsuccessful product lines. The operating profit margin is useful to identify the percentage of funds left over to pay the Internal Revenue Service and the company\u2019s  debt and equity holders. If the problem shows up at the level <a href=\"https:\/\/en.wikipedia.org\/wiki\/Foreign_exchange_market\" rel=\"nofollow\">Forex news<\/a> of the operating profit margin, your operating costs are more than you can cover at the price you\u2019re charging for your goods or services. The calculation of a company&#8217;s net profit margin for any given reporting period is relatively straightforward. That result is multiplied by 100 to convert the net margin ratio into a percentage.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"how to calculate profit margin\"\/><\/p>\n<p>You  also know how to add the formulas to your financial statements in Excel or Google Sheets to automate calculations. By using a tool like Layer, you can enjoy additional benefits, like multi-platform and multi-format synchronization, scheduled updates, and full control <a href=\"https:\/\/www.tdameritrade.com\/investment-products\/forex-trading.html\" rel=\"nofollow\">Forex news<\/a> over access to your data. As you can see, you can calculate these margins using the data available in the company\u2019s financial statements. If you use templates for these statements in Excel or Google Sheets, you can add the profit margin formulas to your templates.<\/p>\n<h2>How to Know if a Company Is a Worthwhile Investment<\/h2>\n<p>As typical profit margins vary by industry sector, care should be taken when comparing the figures for different businesses. Agricultural insurance has been one of the most profitable industries with an average of more than 90%. On the other hand, lawn and garden supply stores have some of the lowest. When trying to gauge how well your company is performing based on profit margins, <a href=\"https:\/\/dailynationtoday.com\/how-to-calculate-margin-for-forex-transactions\/\">What is margin in forex trading?<\/a> look at the average profit margins for your industry. The profit margin we calculated tells us the boutique baking business was able to convert 31.5% of sales into profit. In other words, for every $1 the business made, $.0315 of it was profit. While this is a fairly straightforward example, profit margin values and their complexity can vary depending on the company.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"how to calculate profit margin\"\/><\/p>\n<p>Net profit margin helps to assess if operating costs are covered  and the product you&#8217;re selling is profitable and brings value to the company. Net profit margin is usually expressed <a href=\"https:\/\/dailynationtoday.com\/how-to-calculate-margin-for-forex-transactions\/\">Forex Transactions<\/a> as a percentage but can also be shown in a decimal form. It&#8217;s the profit after deducting all the expenses and costs (e.g., taxes, marketing costs, admin expenses, office rental).<\/p>\n<h3>How to automate your FP&#038;A on top of Google Sheets?<\/h3>\n<p>If you make more than one item \u2013 or offer more than one service \u2013 you can either average the costs of making each product or calculate a separate gross margin for each one. The gross profit margin percentage gives you valuable information  about your business. Overall, the GPMP is a good indicator <a href=\"https:\/\/dailynationtoday.com\/how-to-calculate-margin-for-forex-transactions\/\">https:\/\/dailynationtoday.com\/how-to-calculate-margin-for-forex-transactions\/<\/a> of  the company&#8217;s financial health. Its simplicity makes it an easy metric for comparing your business to your competitors&#8217; (assuming their GPMP&#8217;s are known). If your GPMP is better than your competitors&#8217;, it confirms that you&#8217;re operating the business with better than average efficiency.<\/p>\n<ul>\n<li>Learn how to take advantage of those dates to sell more every year.<\/li>\n<li>If you are new to the business world, your head has, no doubt, been spinning.<\/li>\n<li>In everyday use, however, it usually refers to net profit margin, a company\u2019s bottom line after all other expenses, including taxes and one-off oddities, have been taken out of revenue.<\/li>\n<li>To calculate manually, subtract the cost of goods sold from the net sales .<\/li>\n<li>The result corresponds to the ratio between the desired profit plus the fixed costs and expenses by the variable costs and expenses.<\/li>\n<\/ul>\n<p>So you should mention on your resume if  you have coursework, past work experience, or internships that worked on business valuation or <a href=\"https:\/\/en.wikipedia.org\/wiki\/Foreign_exchange_market\" rel=\"nofollow\">https:\/\/en.wikipedia.org\/wiki\/Foreign_exchange_market<\/a> tracking companies\u2019 profitability. If you want to increase your business\u2019s profit margin, you may just need to make a few adjustments.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The gross profit margin can be used by management on a per-unit or per-product basis to identify successful vs. unsuccessful product lines. The operating profit margin is useful to identify the percentage of funds left over to pay the Internal Revenue Service and the company\u2019s debt and equity holders. If the problem shows up at [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":""},"categories":[2378],"tags":[],"_links":{"self":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7052"}],"collection":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7052"}],"version-history":[{"count":1,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7052\/revisions"}],"predecessor-version":[{"id":7053,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7052\/revisions\/7053"}],"wp:attachment":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7052"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7052"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7052"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}