Break Even Calculator
Compute Break Even by entering original price, cost, and discount rate. Instantly see final price, savings amount, margin percentage, and profit figures.
Break Even Calculator
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Formula: Break-Even Units = Fixed Costs / (Price Per Unit - Variable Cost Per Unit)
Worked example — Break-Even: 1,000 cakes | Revenue: $75,000 | Margin: $50/cake (66.67%)
Reviewed for accuracy by Daniel Agrici, Founder & Lead Developer · Editorial policy
Break Even Calculator Formula
Break-Even Units = Fixed Costs / (Price Per Unit - Variable Cost Per Unit)
Where Break-Even Units = the number of units that must be sold to cover all costs, Fixed Costs = total costs that do not change with volume (rent, salaries, etc.), Price Per Unit = selling price of each unit, Variable Cost Per Unit = cost that varies with each unit produced (materials, shipping, etc.). The denominator (Price - Variable Cost) is called the Contribution Margin per unit.
Break Even Calculator — Worked Examples
Example 1: Small Business Break-Even
Problem:A bakery has $50,000 in annual fixed costs (rent, salaries, insurance). Variable cost per cake is $25 (ingredients, packaging). Selling price is $75 per cake. How many cakes must they sell to break even?
Solution:Contribution margin per cake: $75 - $25 = $50 Contribution margin %: ($50 / $75) x 100 = 66.67% Break-even units: $50,000 / $50 = 1,000 cakes Break-even revenue: 1,000 x $75 = $75,000 At 1,000 cakes: Revenue $75,000 = Costs ($50,000 + $25,000) = $75,000
Result:Break-Even: 1,000 cakes | Revenue: $75,000 | Margin: $50/cake (66.67%)
Example 2: SaaS Subscription Service
Problem:A SaaS startup has $120,000/year fixed costs. Variable cost per customer is $8/month ($96/year for hosting, support). Subscription price is $29/month ($348/year).
Solution:Contribution margin per customer per year: $348 - $96 = $252 Contribution margin %: ($252 / $348) x 100 = 72.41% Break-even customers: $120,000 / $252 = 477 customers (rounded up) Break-even revenue: 477 x $348 = $165,996/year Monthly break-even revenue: $165,996 / 12 = $13,833
Result:Break-Even: 477 customers | Annual Revenue: $165,996 | Margin: $252/customer (72.41%)
Break Even Calculator — Frequently Asked Questions
What is a break-even analysis and why is it important?
A break-even analysis determines the point at which total revenues equal total costs, meaning the business neither makes a profit nor incurs a loss. This is one of the most fundamental and widely used tools in business planning and financial analysis. The break-even point tells entrepreneurs how many units they need to sell (or how much revenue they need to generate) to cover all costs. This information is critical for pricing decisions, budgeting, financial planning, and evaluating the viability of a new product or business venture. Investors and lenders often require break-even analysis in business plans. It also helps managers understand the relationship between costs, volume, and profit — known as CVP (Cost-Volume-Profit) analysis — enabling better strategic decisions about scaling, pricing, and cost management.
What is the difference between fixed costs and variable costs?
Fixed costs remain constant regardless of how many units you produce or sell. Common fixed costs include rent, salaries of full-time employees, insurance premiums, loan payments, depreciation, and software subscriptions. These costs must be paid whether you sell zero units or a million units. Variable costs change in direct proportion to production or sales volume. Examples include raw materials, packaging, shipping costs, sales commissions, credit card processing fees, and hourly labor directly tied to production. Some costs are semi-variable (or mixed) — they have both fixed and variable components. For example, electricity has a base charge (fixed) plus usage-based charges (variable). Correctly categorizing costs as fixed or variable is essential for accurate break-even analysis and pricing decisions.
What is contribution margin and why does it matter?
Contribution margin is the amount each unit sold contributes toward covering fixed costs and generating profit after variable costs are deducted. It is calculated as: Contribution Margin = Price Per Unit - Variable Cost Per Unit. The contribution margin ratio (percentage) is: (Contribution Margin / Price) x 100. For example, if you sell a product for $75 with $25 in variable costs, the contribution margin is $50 (66.7%). This means each sale contributes $50 toward fixed costs. A higher contribution margin means each sale covers more fixed costs, leading to a lower break-even point. The contribution margin is crucial for decisions about product mix (prioritize high-margin products), pricing strategy, whether to accept special orders at reduced prices, and understanding how changes in volume affect profitability.
How can I lower my break-even point?
There are three primary strategies to lower the break-even point: reduce fixed costs, reduce variable costs per unit, or increase the selling price. Reducing fixed costs might involve negotiating lower rent, outsourcing non-core functions, switching to remote work to eliminate office space, or refinancing debt at lower rates. Reducing variable costs could include negotiating better supplier prices through bulk purchasing, improving production efficiency, reducing waste, or switching to cheaper materials (without sacrificing quality). Increasing the selling price raises the contribution margin, but must be balanced against market demand and competition. A combined approach is often most effective. Additionally, some businesses introduce higher-margin products or services, use subscription models for predictable revenue, or automate processes to convert variable labor costs into fixed technology costs.
What are the limitations of break-even analysis?
Break-even analysis is a simplified model that makes several assumptions that may not hold in real-world scenarios. First, it assumes all units produced are sold, ignoring inventory issues. Second, it assumes fixed costs remain truly fixed, when in reality they may change in steps (hiring additional staff at certain volumes). Third, it assumes variable costs are perfectly linear per unit, when economies of scale or bulk discounts can change this. Fourth, it assumes a single product or constant product mix, which rarely reflects actual business operations. Fifth, it does not consider the time value of money or the timing of cash flows. Finally, it assumes the selling price remains constant regardless of volume, ignoring potential discounts for large orders or market price sensitivity. Despite these limitations, break-even analysis remains invaluable as a starting point for financial decision-making.
Break Even Calculator — Background & Theory
History of the Break Even Calculator
References
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