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\" width=\"351px\" alt=\"target profit formula\"\/><\/p>\n<p><p>The amount of money that a company earns in a specific period of time is known as net income. This is typically calculated by subtracting revenue from expenses. There are many different kinds of expenses such as operating expenses, taxes, and the cost of goods sold. Use the target profit before taxes in the appropriate formula to calculate the target profit in units or sales dollars.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 15px;'>\n<h3>Understanding Your Dental Salary and Compensation &#8211; ada.org<\/h3>\n<p>Understanding Your Dental Salary and Compensation.<\/p>\n<p>Posted: Thu, 02 Feb 2023 18:06:29 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMikQFodHRwczovL3d3dy5hZGEub3JnL3Jlc291cmNlcy9jYXJlZXJzL2VtcGxveW1lbnQtYWdyZWVtZW50cy10aGUtZGV2aWxzLWluLXRoZS1kZXRhaWxzL2dldHRpbmctcGFpZC11bmRlcnN0YW5kLXlvdXItZGVudGFsLXNhbGFyeS1hbmQtY29tcGVuc2F0aW9u0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>He has taught accounting at the college level for 17 years and runs the Accountinator website at , which gives practical accounting advice to entrepreneurs. CVP is more than just a mathematical tool to calculate values like the break-even point. 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.<\/p>\n<\/p>\n<p><h2>Advantages of Using Target Profit Approach<\/h2>\n<\/p>\n<p><p>This analysis reveals that Leopard has a more scalable business model. Its contribution margin is high and once it clears its fixed cost hurdle, it will turn very profitable. Lemming is fighting a never-ending battle; sales increases are met with significant increases in variable costs.<\/p>\n<\/p>\n<p><p>Now he needs to figure out the required monthly sales to reach his target net income. The contribution margin can be stated on a gross or per-unit basis. It represents the incremental money generated for each product\/unit sold after deducting the variable portion of the firm&#8217;s costs.<\/p>\n<\/p>\n<p><h2>Target Income<\/h2>\n<\/p>\n<p><p>For example, if the previous company desired a profit of $50,000, the necessary total sales revenue is found by dividing $150,000 (the sum of fixed costs and desired profit) by the contribution margin of 40%. CVP analysis makes several assumptions, including that the sales price, fixed and variable costs per unit are constant.  Running a CVP analysis involves using several equations for price, cost, and other variables, which it then&nbsp;plots out on an economic graph. Due to the fact that he has already made the product and is selling it on an online marketplace with a monthly fee, he knows his variable costs are  $250 and his fixed costs are $100.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is profit target examples?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>A profit target is a pre-determined price level where you will close the trade. For example, if you buy a stock at &#x24;10.25 and have a profit target of &#x24;10.35, you place an order to sell at &#x24;10.35. If the price reaches that level the trade is closed.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Basically, it shows the portion of sales that helps to cover the company&#8217;s fixed costs. Any remaining revenue left after covering <a href=\"https:\/\/turbo-tax.org\/the-united-states\/\">https:\/\/turbo-tax.org\/the-united-states\/<\/a> fixed costs is the profit generated. So, for a business to be profitable, the contribution margin must exceed total fixed costs.<\/p>\n<\/p>\n<p><h2>Target Profit Analysis Methods<\/h2>\n<\/p>\n<p><p>The choice largely depends on the complexity and nature of the business. To prove, let us compute for the income after tax at 12,000 units. A business incurs a number of costs that are necessary for it to earn revenue, which is the same thing as income. For example, a business has to pay for electricity in order to operate, it needs to pay salaries to its employees, and it may need to pay rent. Businesses face similar decisions when trying to determine if a particular product is making money for the company, and how much of that product should be produced given the business&#8217;s finite resources.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"359px\" alt=\"target profit formula\"\/><\/p>\n<p><p>This results in a reported variance between the actual and target profit figures, for which the accounting staff may provide a detailed explanation. However, budgets are notoriously inaccurate, and become more inaccurate the further into a budget year that you go. This tends to result in relatively small differences between the target and actual profit. Funday Park competes with Cool World by providing a variety of rides. Funday Park sells tickets at $70 per person as a one-day entrance fee. Variable costs are $42 per person, and fixed costs are $170,800 per month.<\/p>\n<\/p>\n<p><h2>Contribution Margin Method<\/h2>\n<\/p>\n<p><p>This goal is usually set for a future period of time and can be used as a way to measure success and make budgeting decisions. Cost-volume-profit (CVP)&nbsp;analysis is a method of cost accounting that looks at the&nbsp;impact that varying levels of costs and volume&nbsp;have on operating profit. Target profit is an integral part of the cost-volume-profit or the CVP analysis. It helps management set profit targets to increase operational efficiency.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"352px\" alt=\"target profit formula\"\/><\/p>\n<p><p>The equation method can be applied to compute a sales volume that allows a target profit to be earned. The margin of safety in this problem is equal to target sales volume less break even sales volume. Instead, assume that Funday Park increases the variable cost from $42 to $56 per ticket. The target profit approach is a useful tool in achieving the financial objectives of the business. The target profit method can be used in a single or multiple-product environment. However, it also offers some limitations in the form of variance in results, employee demotivation, and unrealistic approaches from the management.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is a good target profit margin?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>You may be asking yourself, &#x201c;what is a good profit margin?&#x201d; A good margin will vary considerably by industry, but as a general rule of thumb, a 10% net profit margin is considered average, a 20% margin is considered high (or &#x201c;good&#x201d;), and a 5% margin is low.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>The amount of money that a company earns in a specific period of time is known as net income. This is typically calculated by subtracting revenue from expenses. There are many different kinds of expenses such as operating expenses, taxes, and the cost of goods sold. Use the target profit before taxes in the appropriate&nbsp;&hellip;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[21],"tags":[],"class_list":["post-728","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/728","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/comments?post=728"}],"version-history":[{"count":1,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/728\/revisions"}],"predecessor-version":[{"id":729,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/728\/revisions\/729"}],"wp:attachment":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/media?parent=728"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/categories?post=728"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/tags?post=728"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}