{"id":10807,"date":"2022-02-04T13:16:54","date_gmt":"2022-02-04T13:16:54","guid":{"rendered":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/?p=10807"},"modified":"2024-09-16T22:56:58","modified_gmt":"2024-09-16T22:56:58","slug":"break-even-point-definition-and-calculation","status":"publish","type":"post","link":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/non-classe\/break-even-point-definition-and-calculation\/","title":{"rendered":"Break Even Point: Definition and Calculation"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"257px\" alt=\"what is a break even point in business\"\/><\/p>\n<p><p>Fixed costs are expenses that do not change with the number of units produced or sold, such as rent and salaries. On the other hand, variable costs are costs that fluctuate based on the number of units produced or sold, such as raw materials and sales commissions. Understanding the break-even point is crucial for businesses as it provides valuable insights into their financial performance. By analyzing this point, companies can determine the level of sales volume or revenue required to cover all fixed and variable costs, achieving a state of financial equilibrium. For options trading, the breakeven point is the market price that an underlying asset must reach for an option buyer to avoid a loss if they exercise the option. The breakeven point doesn\u2019t typically factor in commission costs, although these fees could be included if desired.<\/p>\n<\/p>\n<p><p>The variable costs per project, including travel expenses and subcontractor fees, amount to $5,000.  Additionally, understanding the break-even point allows businesses to assess their pricing strategy. If a company knows its break-even point, it can set prices that cover all costs and ensure profitability. This knowledge helps companies avoid underpricing their products or services, which can lead to financial losses. The break-even point can be affected by a number of factors, including changes in fixed and variable costs, price, and sales volume. A contribution margin formula is a useful tool that you can use to plan sales and costs of sales.<\/p>\n<\/p>\n<p><h2>What is Revenue Forecast? (Explained With Examples)<\/h2>\n<\/p>\n<ol>\n<li>The breakeven point can also be used in other ways across finance such as in trading.<\/li>\n<li>With monthly caps, flat pricing, and flexible solutions, you always know what you\u2019ll pay.<\/li>\n<li>Calculating your company\u2019s break-even point is important to the overall health of your business.<\/li>\n<\/ol>\n<p><p>Sales below the break-even point mean a loss, while any sales made above the break-even point lead to profits. Check out some examples of calculating your break-even point in units. A break-even analysis can help you see where you need to make adjustments with your pricing or expenses. If your business\u2019s revenue is below the break-even point, you have a loss. The break-even analysis is a great tool to use to make informed business decisions. Here are a few of the business analyses that the break-even analysis will help you with.<\/p>\n<\/p>\n<p><h2>Why Break-Even Analysis Matters<\/h2>\n<\/p>\n<p><p>Well, per the equation, she might need to up her cost per unit to offset the decreased production. Or she could find a way to lower her total fixed costs\u2014say, by scouting around for a better property insurance rate or fabric supplier. The contribution margin represents the revenue required to cover a business&rsquo; fixed costs and contribute to its profit.<\/p>\n<\/p>\n<p><h2>What is Database Marketing? (Explained With Examples)<\/h2>\n<\/p>\n<p><p>On the other hand, if this were applied to a put option, the <a href=\"https:\/\/www.adprun.net\/what-is-the-difference-between-a-trial-balance-and\/\">what is the difference between a trial balance and a balance sheet<\/a> breakeven point would be calculated as the $100 strike price minus the $10 premium paid, amounting to $90. Assume that an investor pays a $5 premium for an Apple stock (AAPL) call option with a $170 strike price. This means that the investor has the right to buy 100 shares of Apple at $170 per share at any time before the options expire. The breakeven point for the call option is the $170 strike price plus the $5 call premium, or $175.<\/p>\n<\/p>\n<p><h2>Get in Touch With a Financial Advisor<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"256px\" alt=\"what is a break even point in business\"\/><\/p>\n<p><p>Your break-even point marks the place where your business starts turning a profit. It\u2019s a monumental moment for any entrepreneur\u2014it\u2019s the point where you stop bleeding money, halt your burn rate, and earn the fruits of your labor. For information pertaining to the registration status of 11 Financial, please contact the state  securities regulators for those states in which 11 Financial maintains a registration filing.<\/p>\n<\/p>\n<p><p>Use your break-even point to determine how much you need to sell to cover costs or make a profit. And, monitor your break-even point to help set budgets, control costs, and decide a pricing strategy. Typically, the first time you reach a break-even point means a positive turn for your business. When you break-even, you\u2019re finally making enough to cover your operating costs.<\/p>\n<\/p>\n<p><p>Options traders also use the technique to figure out what price level the underlying price must be for a trade so that it expires in the money. A breakeven point calculation is often done by also including the costs of any fees, commissions, taxes, and in some cases, the effects of inflation. DigitalOcean provides straightforward, budget-friendly cloud solutions to lower your fixed and variable costs.<\/p>\n<\/p>\n<p><p>Our products keep your overhead low and operations streamlined, allowing you to scale up or down to cut unnecessary costs and hit your break-even point quicker. For example, variable costs may decrease during an economic downturn due to lower material costs. Or, fixed costs might increase due to higher interest rates and inflation. The calculation is useful when trading in or creating a strategy to buy options or a fixed-income security product. On the other hand, variable costs change based on your sales activity. Examples of variable costs include direct materials and direct labor.<\/p>\n<\/p>\n<p><p>To increase your profits from your break-even point to $30,000, you must increase your sales from 1,667 to 1,917 units. Calculating your company\u2019s break-even point is important to the overall health of your business. It can be used to make informed decisions and develop a long-term business plan for your company\u2019s future success. Reaching the break-even point is crucial for consulting firms as it signifies that they have covered their costs and can start generating profits from additional projects.<\/p>\n<\/p>\n<p><p>Break-even analysis is often a component of sensitivity analysis and scenario analysis performed in financial modeling. Using Goal Seek in Excel, an analyst can backsolve&nbsp;how many units need to be sold, at what price, and at what cost&nbsp;to break even. Fixed costs are any non-fluctuating costs that you pay on a regular basis, such as monthly or yearly. These are the same regardless of how many items you sell and include things like rent and business insurance. Check out our piece on the best bookkeeping software for small-business owners. The answer to <a href=\"https:\/\/turbo-tax.org\/employment-expenses-of-transport-employees\/\">employment expenses of transport employees<\/a> the equation will tell you how many units (meaning individual products) you need to sell to match your expenses.<\/p>\n<\/p>\n<p><p>Remember to plug any change you\u2019re considering into the break-even analysis formula so you\u2019ll know how many units you\u2019ll now need to sell to break even. By using financial analysis and working on each component of the target profit formula, you may be able to lower costs, increase total sales, and generate a higher profit margin for your company. For a digital marketing agency, fixed costs may include office space rental, software licenses, and salaries, totaling $15,000 per month. The variable costs, such as advertising expenses and freelancers&rsquo; fees, come to an average of $7,000 per project. The agency charges clients an average of $20,000 for a marketing campaign. If the company can increase its contribution margin per unit to $8 (by perhaps lowering its per unit variable cost), it only needs to sell 8,750 ($70,000 \/ $8) to break even.<\/p>\n<\/p>\n<p><p>It also provides a measure of financial stability and sustainability for the firm. Therefore, it is essential for businesses to consider these factors in conjunction with the break-even point to make informed decisions. By analyzing the break-even point alongside other financial metrics, companies can gain a comprehensive understanding of their financial position and make strategic choices that drive long-term success. While the break-even point is a valuable metric, it does have its limitations. One disadvantage is that it assumes a linear relationship between costs and revenues.<\/p>\n<\/p>\n<p><h2>What is Outbound Sales? (Explained With Examples)<\/h2>\n<\/p>\n<p><p>The formula can also help you determine whether&nbsp;your sales price and projected units sold are enough to generate a reasonable profit. This margin indicates how much of each unit&rsquo;s sales revenue contributes to covering fixed costs and generating profit once fixed costs are met. For example, if a product sells for $10 but only incurs $3 of variable costs per unit, the product has a contribution margin of $7. Note that a product&rsquo;s contribution margin may change (i.e. it may become more or less efficient to manufacture additional goods).<\/p>\n<\/p>\n<p><p>It\u2019s also effective for cash management as it helps you look at your expenses, sales, and profits in detail. The break-even analysis helps business owners perform a financial analysis and calculate how any changes will affect the time it takes to break-even and, therefore, turn a profit. Let\u2019s revisit the break-even formula to determine your company\u2019s break-even point, assuming that \u201cX\u201d equals units sold to break-even. To break even, you need to cover all of your fixed costs, regardless of the number of units sold. It also means that your company\u2019s product or service is bringing in the amount of money needed to run your business.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Fixed costs are expenses that do not change with the number of units produced or sold, such as rent and<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"postBodyMargin":[],"postBodyPadding":[],"postBodyBackground":{"backgroundType":"classic","gradient":""},"footnotes":""},"categories":[1],"tags":[],"post_folder":[],"class_list":["post-10807","post","type-post","status-publish","format-standard","hentry","category-non-classe"],"_links":{"self":[{"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/posts\/10807"}],"collection":[{"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/comments?post=10807"}],"version-history":[{"count":1,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/posts\/10807\/revisions"}],"predecessor-version":[{"id":10808,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/posts\/10807\/revisions\/10808"}],"wp:attachment":[{"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/media?parent=10807"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/categories?post=10807"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/tags?post=10807"},{"taxonomy":"post_folder","embeddable":true,"href":"https:\/\/ns557595.ip-139-99-122.net\/dnccp\/wp-json\/wp\/v2\/post_folder?post=10807"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}