{"id":4334,"date":"2020-10-22T16:15:32","date_gmt":"2020-10-22T16:15:32","guid":{"rendered":"https:\/\/cssdeck.com\/blog\/?p=4334"},"modified":"2025-03-20T18:56:25","modified_gmt":"2025-03-20T18:56:25","slug":"break-even-analysis-explained-key-insights-for","status":"publish","type":"post","link":"https:\/\/cssdeck.com\/blog\/break-even-analysis-explained-key-insights-for\/","title":{"rendered":"Break-Even Analysis Explained Key Insights For Entrepreneurs And Startups"},"content":{"rendered":"<p>The calculation is useful when trading in or creating a strategy to buy options or a fixed-income security product. This $40 reflects the revenue collected to cover the remaining fixed costs, which are excluded when figuring the contribution margin. Businesses dealing with physical products can use the template to determine pricing, production levels, and cost structures that maximize profit margins. New businesses can benefit from a break-even analysis to determine whether their business model is financially viable.<\/p>\n<ul>\n<li>At present the company is selling fewer than 200 tables and is therefore operating at a loss.<\/li>\n<li>Businesses with high fixed costs, such as manufacturing and construction, may benefit from focusing on reducing the breakeven point rather than maximizing profits.<\/li>\n<li>Automating processes can reduce errors, speed up production, and streamline workflow.<\/li>\n<li>Suppose the bakery\u2019s sales data for the past three months shows that it sells an average of 800 cupcakes monthly.<\/li>\n<li>In simple terms, the break-even point is the stage where your company\u2019s revenue equals its expenses.<\/li>\n<li>Companies can reinvest their profits into expanding their operations, developing new products or services, or improving their existing ones.<\/li>\n<\/ul>\n<h2>Chapter 6: Concepts of Cost and Revenue<\/h2>\n<p><img decoding=\"async\" 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\" width=\"250px\" alt=\"break even point\" \/><\/p>\n<p>As vice president, Dallas sought to maneuver himself into contention for the presidency in the 1848 election,  as Polk had promised to serve only one term. Dallas rationalized that he had studied the distribution of Senate support and concluded that backing for the measure came from all regions of the country. Additionally, the measure had overwhelmingly passed the House of Representatives, a body  closer to public sentiment. If you need a more extensive assessment of your business health, Ryze recommends sensitive analysis and scenario planning as alternatives for the break-even formula.<\/p>\n<h2>Increasing Efficiency<\/h2>\n<p>By calculating how <a href=\"https:\/\/www.accountingcoaching.online\/break-even-point\/\">break even point<\/a> much revenue is required to cover total costs, businesses can determine if their venture is realistic and achievable. This insight is particularly valuable for startups, new product launches, or expansion plans, as it helps prevent premature financial losses. With a clear picture of financial sustainability, businesses can make informed go\/no-go decisions and allocate resources more efficiently.<\/p>\n<h2>Break-Even Point in Units<\/h2>\n<ul>\n<li>The total revenue required to reach the break-even point ensures full cost recovery.<\/li>\n<li>For example, if sales decrease, the company can determine how much it needs to cut costs to stay profitable.<\/li>\n<li>For example, if a book\u2019s selling price is $100 and its variable costs are $5 to make the book, $95 is the contribution margin per unit and contributes to offsetting the fixed costs.<\/li>\n<li>The break-even quantity at each selling price can be read off the horizontal axis and the break-even price at each selling price can be read off the vertical axis.<\/li>\n<li>First we take the desired dollar amount of profit and divide it by the contribution margin per unit.<\/li>\n<li>The amount at which each unit of the product or service is sold to customers.<\/li>\n<\/ul>\n<p>A dollar break-even point formula is useful if your business has multiple products or provides services and you want to know the total revenue needed to become profitable. The break-even analysis is important to business owners and managers in determining how many units (or revenues) are needed to cover fixed and variable expenses of the business. The break-even point (BEP) helps businesses with pricing decisions, sales forecasting, cost management, and growth strategies. A business would not use break-even analysis to measure its repayment of debt or how long that repayment will take.<\/p>\n<ul>\n<li>Manufacturers must know their breakeven point to produce and sell enough units to cover their costs and profit.<\/li>\n<li>Similarly, you may not produce as much as you should to sustain, then steadily grow your company.<\/li>\n<li>Your fixed cost is \u20b91,00,000, your variable cost per unit is \u20b93 500, and your selling price per unit is \u20b94,500.<\/li>\n<li>Applying the tips to lower your break-even point can enhance your business\u2019s profitability and financial stability.<\/li>\n<li>The manufacturing industry involves significant upfront costs such as machinery, raw materials, and labor.<\/li>\n<\/ul>\n<p>The difference between sales price per unit and variable costs per unit is the contribution margin of your business. Another mistake businesses make is failing to include all costs when calculating the breakeven point. Companies may overlook certain expenses, such as rent, insurance, or salaries, which can significantly impact the breakeven point calculation.<\/p>\n<ul>\n<li>The point where the total revenue line and the total cost line intersect is the Break-Even Point (BEP).<\/li>\n<li>Break-even analysis assumes that the fixed and variable costs remain constant over time.<\/li>\n<li>Identifying a break-even point helps provide a dynamic view of the relationships between sales, costs, and profits.<\/li>\n<li>The break-even point (BEP) helps businesses with pricing decisions, sales forecasting, cost management, and growth strategies.<\/li>\n<li>Calculating your break-even point involves balancing your fixed costs with the revenue generated from sales.<\/li>\n<\/ul>\n<h2>Market Demand<\/h2>\n<p>The service industry is another sector where the breakeven point is crucial. Service providers must consider the costs of labor, overhead, and materials when calculating their breakeven point. For example, a consulting firm must consider the salaries of its consultants, the cost of renting an office, and the cost of marketing its services when calculating its breakeven point.<\/p>\n<h2>What the break-even formula tells you<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"259px\" alt=\"break even point\" \/><\/p>\n<p>Ignoring price fluctuations can lead to an inaccurate breakeven point calculation, negatively impacting the business\u2019s financial decisions. By understanding the breakeven point, businesses can determine the minimum price to sell their products or services and still cover all their expenses. This information can be used to set competitive prices that are both profitable and attractive to customers. For any business or project, understanding the breakeven point is critical.<\/p>\n<div style='text-align:center'><\/div>\n<h2>What Is the Breakeven Point, and Why Is It Important for Businesses to Know?<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"259px\" alt=\"break even point\" \/><\/p>\n<p>BEP helps you determine how many products need to be sold to avoid losses. Break-even analysis is a crucial tool for business owners, whether planning a business idea, launching a new product, or writing a business plan. It will help you estimate when your idea could start generating profits so you know where you are headed before investing your time and money. It\u2019s also important to keep in mind that all of these models reflect non-cash expense like depreciation. A more advanced break-even analysis calculator would subtract out non-cash expenses from the fixed costs to compute the break-even point cash flow level.<\/p>\n<p>Calculating the break-even point in units will tell you how many units you need to produce before the business breaks even (reaches a point of no profit\/loss). Upon doing so, the number of units sold cell changes to 5,000, and our net profit is equal to zero. In effect, the insights derived from performing break-even analysis enables a company\u2019s management team to set more concrete sales goals since a specific number to target was determined. Because metrics will change, you must consistently update your formula to keep a valid estimate of your expenses and profits.<\/p>\n<div class=\"wp-socializer wpsr-share-icons \" data-lg-action=\"show\" data-sm-action=\"show\" data-sm-width=\"768\" ><h3>Share and Enjoy !<\/h3><div class=\"wpsr-si-inner\"><div class=\"wpsr-counter wpsrc-sz-32px\" style=\"color:#000\"><span class=\"scount\"><span data-wpsrs=\"\" data-wpsrs-svcs=\"facebook,twitter,linkedin,pinterest,print,pdf\">0<\/span><\/span><small class=\"stext\">Shares<\/small><\/div><div class=\"socializer sr-popup sr-32px sr-circle sr-opacity sr-pad sr-count-1 sr-count-1\"><span class=\"sr-facebook\"><a rel=\"nofollow\" href=\"https:\/\/www.facebook.com\/share.php?u=\" target=\"_blank\"  title=\"Share this on Facebook\"  style=\"color: #ffffff\" ><i class=\"fab fa-facebook-f\"><\/i><span class=\"ctext\"><span data-wpsrs=\"\" data-wpsrs-svcs=\"facebook\">0<\/span><\/span><\/a><\/span>\n<span class=\"sr-twitter\"><a rel=\"nofollow\" href=\"https:\/\/twitter.com\/intent\/tweet?text=%20-%20%20\" target=\"_blank\"  title=\"Tweet this !\"  style=\"color: #ffffff\" ><i class=\"fab fa-twitter\"><\/i><\/a><\/span>\n<span class=\"sr-linkedin\"><a rel=\"nofollow\" href=\"https:\/\/www.linkedin.com\/sharing\/share-offsite\/?url=\" target=\"_blank\"  title=\"Add this to LinkedIn\"  style=\"color: #ffffff\" ><i class=\"fab fa-linkedin-in\"><\/i><\/a><\/span>\n<span class=\"sr-pinterest\"><a rel=\"nofollow\" href=\"https:\/\/www.pinterest.com\/pin\/create\/button\/?url=&amp;media=&amp;description=\" target=\"_blank\"  title=\"Submit this to Pinterest\"  style=\"color: #ffffff\" data-pin-custom=\"true\"><i class=\"fab fa-pinterest\"><\/i><span class=\"ctext\"><span data-wpsrs=\"\" data-wpsrs-svcs=\"pinterest\">0<\/span><\/span><\/a><\/span>\n<span class=\"sr-print\"><a rel=\"nofollow\" href=\"https:\/\/www.printfriendly.com\/print?url=\" target=\"_blank\"  title=\"Print this article \"  style=\"color: #ffffff\" ><i class=\"fa fa-print\"><\/i><\/a><\/span>\n<span class=\"sr-pdf\"><a rel=\"nofollow\" href=\"https:\/\/www.printfriendly.com\/print?url=\" target=\"_blank\"  title=\"Convert to PDF\"  style=\"color: #ffffff\" ><i class=\"fa fa-file-pdf\"><\/i><\/a><\/span><\/div><\/div><\/div>","protected":false},"excerpt":{"rendered":"<p>The calculation is useful when trading in or creating a strategy to buy options or a fixed-income security product. This $40 reflects the revenue collected to cover the remaining fixed costs, which are excluded when figuring the contribution margin. Businesses [&#8230;]<\/p>\n<p><a class=\"more-link article\" href=\"https:\/\/cssdeck.com\/blog\/break-even-analysis-explained-key-insights-for\/\" title=\"Click to read 'Break-Even Analysis Explained Key Insights For Entrepreneurs And Startups'\">Read Article<\/a><\/p>\n","protected":false},"author":21,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/posts\/4334"}],"collection":[{"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/users\/21"}],"replies":[{"embeddable":true,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/comments?post=4334"}],"version-history":[{"count":1,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/posts\/4334\/revisions"}],"predecessor-version":[{"id":4335,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/posts\/4334\/revisions\/4335"}],"wp:attachment":[{"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/media?parent=4334"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/categories?post=4334"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cssdeck.com\/blog\/wp-json\/wp\/v2\/tags?post=4334"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}