⚖️ Break-Even Calculator

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Break-Even Point (units)

Break-Even Chart

Total Cost Total Revenue Fixed Costs

Profit at Different Sales Levels

Sales UnitsRevenueVariable CostsFixed CostsTotal CostsProfit / Loss

Sensitivity Analysis

How does the break-even point change with different assumptions?

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Break-Even Formulas

Core Formulas

Contribution Margin per Unit = Selling Price − Variable Cost Break-Even Units = Fixed Costs / Contribution Margin per Unit Break-Even Revenue = Break-Even Units × Selling Price = Fixed Costs / CM Ratio CM Ratio = Contribution Margin / Selling Price Example: Fixed ₹1,00,000, Variable ₹150, Price ₹350 CM per Unit = 350 − 150 = ₹200 BE Units = 1,00,000 / 200 = 500 units BE Revenue = 500 × 350 = ₹1,75,000

Margin of Safety

Margin of Safety (Units) = Actual Sales − BE Units Margin of Safety (Revenue) = Actual Revenue − BE Revenue Margin of Safety % = (Actual − BE) / Actual × 100 A higher margin of safety means your business is further from the break-even point and less risky. Example: Sales 700 units, BE 500 units MoS = (700 − 500) / 700 × 100 = 28.6% Interpretation: Sales can fall 28.6% before making a loss.

Target Profit Calculation

Units for Target Profit = (Fixed Costs + Target Profit) / CM per Unit Revenue for Target Profit = (Fixed Costs + Target Profit) / CM Ratio Example: Target profit ₹50,000 Units needed = (1,00,000 + 50,000) / 200 = 750 units Revenue needed = 750 × 350 = ₹2,62,500

Frequently Asked Questions

The break-even point is the level of sales at which total revenue equals total costs - no profit, no loss. Formula: Break-Even Units = Fixed Costs ÷ Contribution Margin per Unit. Contribution Margin = Selling Price − Variable Cost. Example: Fixed costs ₹1,00,000, variable cost ₹150/unit, price ₹350/unit. CM = ₹200. Break-even = 1,00,000 ÷ 200 = 500 units. Break-even revenue = 500 × ₹350 = ₹1,75,000. Selling fewer than 500 units means a loss. Every unit above 500 generates ₹200 pure profit.
Fixed costs remain constant regardless of how much you produce or sell: rent, salaries, loan repayments, insurance, software subscriptions. They exist whether you sell 0 or 10,000 units. Variable costs change proportionally with output: raw materials, packaging, shipping, direct labour, sales commissions. They are zero if you produce nothing. Some costs are semi-variable (utilities, telephone) - split them into a fixed baseline and a per-unit variable portion when entering them into the calculator for the most accurate break-even result.
Contribution Margin (CM) = Selling Price − Variable Cost per Unit. It represents how much each unit sold contributes toward covering fixed costs first, and then generating profit. A product with a CM of ₹200 and fixed costs of ₹1,00,000 needs 500 units sold before any profit begins. The CM Ratio = CM ÷ Price tells you the percentage of revenue that's available for fixed costs and profit. A 57% CM ratio means ₹57 of every ₹100 in revenue is working for the business; ₹43 is consumed by variable costs.
Margin of safety below 10% is considered high risk - a small decline in sales or unexpected cost increase could push the business into loss. 10–20% is moderate risk and acceptable for many established businesses. Above 25% is generally considered comfortable and provides meaningful resilience against market downturns, seasonal variations, and unexpected costs. For new businesses or those in highly competitive markets, the margin of safety is often negative initially - the key metric to watch is how fast it's improving each month.
Three levers: (1) Increase selling price - the most powerful lever in most businesses. Even a 5–10% price increase can dramatically reduce break-even and improve margins, provided it doesn't significantly reduce sales volume. (2) Reduce variable costs - negotiate better supplier pricing, reduce waste, improve manufacturing efficiency or shipping costs. (3) Reduce fixed costs - renegotiate lease terms, automate processes to reduce headcount, eliminate non-essential subscriptions and overheads. Of these three, price changes typically have the largest impact because they affect the contribution margin on every unit sold.
Before launch, break-even analysis answers the critical question: 'Is this product financially viable?' Calculate the break-even volume at your planned price. Then assess: Is that break-even volume realistic given the market size and your competition? What market share would you need to capture to break even? What happens if your variable costs are 20% higher than forecast, or your price is 10% lower? Modelling best-case, base-case, and worst-case scenarios prevents launching a product where profitability is mathematically impossible even at optimistic assumptions.
A break-even chart plots three lines against the x-axis (units sold): total revenue (a straight line from zero, slope = selling price), total costs (starts at fixed costs, slope = variable cost per unit), and fixed costs (a horizontal line). The point where the revenue line crosses the total cost line is the break-even point. The area to the left of break-even represents losses (costs exceed revenue). The area to the right represents profits (revenue exceeds costs). The vertical distance between the revenue line and total cost line at any given sales level shows your profit or loss at that volume.
Yes - service businesses often benefit most from break-even analysis. For services: fixed costs are typically high (staff, premises, equipment), variable costs are low (materials, per-client supplies), and revenue is per client or per project. Identify your 'unit' clearly: it could be a client, a project, a session, or a billable hour. The contribution margin for service businesses is often very high once you remove the modest variable costs, which means break-even is driven almost entirely by covering the fixed cost base through sufficient volume of clients.

Break-Even Calculator - What Every Business Owner Needs to Know Before Setting Prices

Understanding your break-even point is one of the most fundamental pieces of financial knowledge a business owner can have. It tells you exactly how much you need to sell before you stop losing money - and once you know that number, every pricing decision, cost-cutting negotiation, and sales target conversation becomes rooted in actual numbers rather than guesswork.

Quick example: Fixed costs ₹1,00,000/month, variable cost ₹150/unit, selling price ₹350/unit. Contribution margin = ₹200/unit. Break-even = 500 units (or ₹1,75,000 revenue). If you're currently selling 700 units, your margin of safety is 28.6% - meaning sales can fall by more than a quarter before you start losing money.

The Break-Even Formula - And Why It Works

The break-even point is calculated by dividing your total fixed costs by the contribution margin per unit. The contribution margin is the selling price minus the variable cost - it represents the portion of each sale that goes toward covering fixed costs, and then toward profit once fixed costs are covered.

The logic is straightforward: your fixed costs are the same whether you sell 0 units or 10,000 units. Every unit you sell contributes a fixed amount (the contribution margin) toward that fixed cost pile. Once enough units have been sold that all the contribution margins add up to cover the total fixed costs, you've hit break-even. Every unit sold after that point is pure contribution margin - which becomes profit.

Fixed Costs vs Variable Costs - Getting the Inputs Right

The accuracy of your break-even calculation depends entirely on correctly categorising your costs. Misclassifying a variable cost as fixed (or vice versa) will give you a misleading break-even point and potentially bad pricing decisions.

Fixed Costs - Stay the Same

  • Rent and property costs
  • Salaries and employee wages
  • Insurance premiums
  • Loan and EMI repayments
  • Software subscriptions and licences
  • Depreciation on equipment
  • Professional services retainers

Variable Costs - Move with Sales

  • Raw materials and components
  • Packaging and labelling
  • Shipping and logistics
  • Sales commissions
  • Payment processing fees
  • Direct labour (piece-rate workers)
  • Returns and refunds

Some costs are "semi-variable" - they have a fixed base component and a variable component. Telephone bills, utility costs, and part-time labour often fall into this category. The practical approach: split them into a fixed portion (the baseline you'd pay even with zero sales) and a variable portion (the increment per unit sold), and allocate each to the appropriate category.

Contribution Margin - The Number That Drives Everything

The contribution margin (CM) is arguably more important than the break-even number itself, because it tells you how efficiently each unit sold converts to covering costs and then profit. A higher CM means you reach break-even with fewer sales and every additional sale generates more profit.

The CM ratio (contribution margin divided by selling price) tells you what percentage of each rupee of revenue is "real money" that works toward profitability. A 57% CM ratio means ₹57 of every ₹100 sale goes toward fixed costs and then profit - ₹43 is consumed by variable costs. This ratio is particularly useful when comparing products in a multi-product business to understand which ones are most profitable per rupee of revenue.

Why Margin of Safety Matters More Than Break-Even

The break-even point is a backward-looking question: "When do I stop losing money?" The margin of safety asks the more important forward-looking question: "How bad can things get before I'm in trouble?" A business with a 5% margin of safety is operating dangerously close to a loss - a minor drop in sales, one large unexpected cost, or a brief market downturn could push it into the red. A business with a 35% margin of safety has significant resilience built in.

As a rule of thumb: a margin of safety below 10% is high risk and warrants urgent attention to either growing sales or reducing the break-even point. 10–20% is moderate risk. Above 25% is generally considered comfortable for most established businesses. For startups and early-stage businesses, the margin of safety is often negative initially - the goal is to monitor how quickly it's improving.

Sensitivity Analysis - The Part Most Business Owners Skip

The sensitivity analysis tab shows something that a single break-even calculation can't: how sensitive your break-even point is to changes in your assumptions. This matters enormously in practice, because the three key inputs - fixed costs, variable costs, and selling price - all change over time.

The most important insight from sensitivity analysis in most businesses: selling price has the largest impact on break-even. A 10% increase in price reduces the break-even point more than a 10% reduction in variable costs in most scenarios. This is because a price increase directly increases the contribution margin - every unit sold from that point generates more toward covering fixed costs. A variable cost reduction has the same mathematical effect, but is often harder to achieve operationally.

Using Break-Even Analysis for Pricing Decisions

Break-even analysis is not just for checking whether a business is viable - it's a pricing tool. When setting a price, the question isn't just "what will customers pay?" It's "what contribution margin do I need to make this business model work?" Here's how to use it:

  1. Start with your fixed costs - these are non-negotiable in the short term
  2. Estimate your realistic maximum sales volume given the market
  3. Divide fixed costs by that maximum volume to find the minimum CM per unit required
  4. Add your variable cost per unit to get the minimum viable price
  5. Test different price points to see how they affect break-even and margin of safety
  6. Choose the price that balances competitive positioning with a comfortable margin of safety

This approach ensures you never accidentally price a product in a way that makes profitability mathematically impossible even at maximum theoretical sales volume - a mistake that's more common in early-stage businesses than many people realise.

How this calculator works, and where the numbers come from

The Break Even Calculator applies the standard formula for this calculation to the values you enter and updates the result as you type. The calculation itself happens in your browser, and the page explains the method so you can check any result by hand.

Please note: Results are estimates based on the numbers you enter, not accounting or financial advice.

Sources and further reading

Learn more

Read our guide: Percentage Traps: Markup vs Margin, Stacked Discounts and More

Last reviewed: by the CalcQube Editorial Team. See our editorial policy for how we build and check calculators, or report an error.