{"id":13543,"date":"2024-12-21T06:34:04","date_gmt":"2024-12-21T03:34:04","guid":{"rendered":"https:\/\/museum.arabpuppettheatre.org\/?p=13543"},"modified":"2025-10-16T12:24:41","modified_gmt":"2025-10-16T09:24:41","slug":"contribution-margin-definition-method-instance","status":"publish","type":"post","link":"https:\/\/museum.arabpuppettheatre.org\/index.php\/2024\/12\/21\/contribution-margin-definition-method-instance\/","title":{"rendered":"Contribution Margin Definition, Method &#038; Instance"},"content":{"rendered":"<p>As you will study in future chapters, to guarantee that businesses to remain profitable, it&#8217;s important for managers to know the means to measure and manage fixed and variable costs for decision-making. In this chapter, we begin analyzing the relationship amongst sales volume, fastened prices, variable costs, and profit in decision-making. We will discuss tips on how to use the concepts of fastened and variable prices and their relationship to profit to determine the gross sales wanted to break even or to achieve a desired revenue. You may also learn to plan for changes in selling price or prices, whether a single product, multiple merchandise, or companies are involved.<\/p>\n<p>You can present the contribution margin ratio as CM relative to gross sales income. And you may also compute the variable expense ratio, which is the proportion of variable bills divided by sales. Contribution margin, gross margin, and revenue are totally different profitability measures of revenues over costs.<\/p>\n<h2>Contribution Margin Method<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"401px\" alt=\"contribution margin per unit\" 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\"\/><\/p>\n<p>It is taken into account a managerial ratio because firms not often report margins to the common public. As A Substitute, management uses this calculation to assist improve internal procedures in the manufacturing course of. You can calculate the contribution margin by subtracting the direct variable prices from the sales income. Gross margin is calculated earlier than you deduct operating bills shown within the earnings statement to achieve working revenue.<\/p>\n<h2>Example 2&nbsp;Utilizing The Method: (sales Revenue \u2013 Total Variable Costs) \/ Number Of Units Sold = Unit Contribution Margin<\/h2>\n<div style='text-align:center'><iframe width='561' height='319' src='https:\/\/www.youtube.com\/embed\/GnM8yrmdTBs' frameborder='0' alt='contribution margin per unit' allowfullscreen><\/iframe><\/div>\n<p>Fixed prices are often massive \u2013 due to this fact, the contribution margin should be excessive to cowl the costs of working a business. Whereas there are a lot of profitability metrics\u2014ranging from the gross margin all the means down to the net profit margin\u2014the contribution margin metric stands out for the analysis of a selected product or service. Regardless of how contribution margin is expressed, it supplies critical information for managers. Understanding how every product, good, or service contributes to the organization\u2019s profitability permits managers to make decisions corresponding to which product traces they need to increase or which may be discontinued.<\/p>\n<p>In our instance, the sales income from one shirt is \\(\\$15\\) and the variable cost of one shirt is \\(\\$10\\), so the individual contribution margin is \\(\\$5\\). This \\(\\$5\\) contribution margin is assumed to first cover fixed costs first and then realized as profit. The contribution margin measures how effectively a company can produce products and preserve low levels of variable prices.<\/p>\n<p>The contribution margin is a measurement by way of which we understand how much a company\u2019s web gross sales will contribute to the fixed expenses and the online revenue after covering the variable expenses. So, we deduct the entire variable bills from the online gross sales while calculating the contribution. The contribution margin represents how much income stays in any case variable costs have been paid. It is the amount of income obtainable for contributing to mounted costs and profit and is the foundation of an organization&#8217;s break-even analysis. Companies calculate their contribution margin as a complete contribution margin or per-unit quantity for merchandise.<\/p>\n<ul>\n<li>Before continuing with an in depth guide on finding unit contribution margin, the first step is to know your mounted and variable costs.<\/li>\n<li>Variable costs differ with the quantity of exercise, such as the number of models of a product produced in a manufacturing company.<\/li>\n<li>Some earnings statements report web gross sales as the only gross sales figure, whereas others truly report total gross sales and make deductions for returns and allowances.<\/li>\n<li>Yes, it means there is more cash left over after paying variable prices for paying fastened prices and finally contributing to profits.<\/li>\n<\/ul>\n<p>For instance, in retail, many capabilities that were beforehand performed by individuals at the second are performed by machines or software, such as the self-checkout counters in stores such as Walmart, Costco, and Lowe\u2019s. Since machine and software costs are often depreciated or amortized, these prices tend to be the same or mounted, irrespective of the extent of activity within a given related vary. It is essential to notice that this unit contribution margin may be calculated either in dollars or as a proportion. To show this principle, let\u2019s contemplate the costs and revenues of Hicks Manufacturing, a small company that manufactures and sells birdbaths to specialty retailers.<\/p>\n<p>So, 60% of your income is out there to cowl your fastened costs and contribute to revenue. Fastened prices and variable prices range for each firm as every has its unique business mannequin, product line, operational structure, and manufacturing inputs. Contribution margin ratio equals contribution margin per unit as a percentage <a href=\"https:\/\/www.bookkeeping-reviews.com\/\">https:\/\/www.bookkeeping-reviews.com\/<\/a> of value or total contribution margin TCM expressed as a proportion of gross sales S. In our instance, a ratio of 36.97% implies that each dollar in sales contributes roughly $0.37 (thirty-seven cents) towards fixed costs. Understand a vital monetary measure that clarifies how every unit bought contributes to masking costs and producing profit for your corporation. When a company is deciding on the value of selling a product, contribution margin is regularly used as a reference for evaluation.<\/p>\n<p>The contribution margin per unit helps in understanding the connection between sales quantity and total profitability. Businesses can project how modifications in gross sales volume will influence their capability to cowl mounted costs and generate revenue. It features as a foundational factor for break-even evaluation, which determines the gross sales quantity required to cover all costs. This makes it a useful tool for strategic planning and operational effectivity across varied industries.<\/p>\n<p>To get the ratio, all you want to do is divide the contribution margin by the total <a href=\"https:\/\/www.bookkeeping-reviews.com\/how-to-calculate-contribution-per-unit\/\">contribution margin per unit<\/a> revenue. Buyers and analysts use the contribution margin to judge how efficient the corporate is at making income. For instance, analysts can calculate the margin per unit bought and use forecast estimates for the upcoming yr to calculate the forecasted revenue of the corporate.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"405px\" alt=\"contribution margin per unit\" 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and analysts may also attempt to calculate the contribution margin determine for an organization&#8217;s blockbuster merchandise. For occasion, a beverage firm might have 15 completely different products, however the bulk of its profits could come from one particular beverage. Improve revenue by promoting extra units, raising product costs, shrinking product measurement while preserving the identical price, or specializing in selling products with excessive margins. Investors often look at contribution margin as a half of financial evaluation to gauge the corporate&#8217;s well being and velocity. You may even calculate the contribution margin ratio, which expresses the contribution margin as a share of your income.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>As you will study in future chapters, to guarantee that businesses to remain profitable, it&#8217;s important for managers to know the means to measure and manage fixed and variable costs for decision-making. In this chapter, we begin analyzing the relationship amongst sales volume, fastened prices, variable costs, and profit in decision-making. We will discuss tips [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[344],"tags":[],"_links":{"self":[{"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/posts\/13543"}],"collection":[{"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/comments?post=13543"}],"version-history":[{"count":1,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/posts\/13543\/revisions"}],"predecessor-version":[{"id":13544,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/posts\/13543\/revisions\/13544"}],"wp:attachment":[{"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/media?parent=13543"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/categories?post=13543"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/museum.arabpuppettheatre.org\/index.php\/wp-json\/wp\/v2\/tags?post=13543"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}