Break-Even Point Calculator

Break-Even Point
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Contribution Margin / Unit
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Contribution Margin Ratio
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Break-Even Revenue
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Your price per unit must be higher than your variable cost per unit, or you can never cover your costs no matter how many units you sell.

📊 Details

Fixed Costs–
Price per Unit–
Variable Cost per Unit–
Contribution Margin per Unit–
Break-Even Units–
Break-Even Revenue–

📈 Profit / Loss Around Break-Even

Profit or loss at unit-sales levels around your break-even point.

What Is the Break-Even Point?

The break-even point is the number of units you must sell (or the amount of revenue you must generate) for total revenue to exactly equal total costs — the point where you're neither making a profit nor a loss. Sell fewer units than this and you lose money; sell more, and every additional unit adds to your profit.

How to Use the Break-Even Calculator

  1. Enter your fixed costs for the period (rent, salaries, insurance — costs that don't change with sales volume).
  2. Enter your price per unit and your variable cost per unit (materials, packaging, per-unit labor).
  3. The calculator computes your contribution margin, break-even units, and break-even revenue instantly.

Fixed Costs vs. Variable Costs

Cost TypeBehaviorExamples
Fixed CostsStay the same regardless of sales volumeRent, salaries, insurance, loan payments
Variable CostsRise and fall directly with units soldRaw materials, packaging, shipping, sales commissions

Understanding this split matters for pricing: your price per unit needs to cover its own variable cost and contribute toward paying off your fixed costs. That per-unit contribution is called the contribution margin.

Break-Even Formulas

Contribution Margin per Unit
Contribution Margin = Price − Variable Cost per Unit
Break-Even Units
Break-Even Units = Fixed Costs ÷ Contribution Margin per Unit
Break-Even Revenue
Break-Even Revenue = Break-Even Units × Price
Also equals: Fixed Costs ÷ Contribution Margin Ratio, where Contribution Margin Ratio = Contribution Margin ÷ Price.

Worked Example

Example: Fixed Costs $10,000, Price $50, Variable Cost $30

Contribution margin per unit: $50 − $30 = $20

Contribution margin ratio: $20 / $50 = 40%

Break-even units: $10,000 / $20 = 500 units

Break-even revenue: 500 × $50 = $25,000

Sell fewer than 500 units and this business loses money; sell more than 500, and each additional unit adds $20 of profit.

What Break-Even Analysis Means for Pricing

Break-even analysis directly informs pricing decisions. Raising your price per unit increases contribution margin and lowers your break-even point (fewer units needed to cover costs), but it may also reduce demand. Cutting variable costs — through better suppliers or leaner production — has the same effect. And any increase in fixed costs (a bigger lease, more salaried staff) raises the number of units you need to sell just to stay even. Businesses use this calculation before setting prices, launching new products, or taking on new fixed overhead.

Common Mistakes to Avoid

  • Pricing a product below its variable cost per unit — in that case, break-even is mathematically impossible; every unit sold loses more money.
  • Leaving costs out of the "fixed" or "variable" bucket (e.g., forgetting per-unit shipping or payment processing fees), which understates your true variable cost and overstates your margin.
  • Treating the break-even point as a profit target rather than the minimum needed just to avoid a loss.

Frequently Asked Questions

It's the sales level — in units or in dollars — at which total revenue exactly equals total costs (fixed plus variable), so profit is exactly zero. Selling above that level produces a profit; selling below it produces a loss.

Fixed costs (like rent or salaries) stay the same no matter how many units you sell. Variable costs (like materials or packaging) rise and fall directly with the number of units produced or sold.

Then break-even is impossible: every unit you sell loses money before it even touches your fixed costs, and selling more units only increases your total loss. You'd need to raise the price, lower the variable cost, or both before a break-even point can exist.

Not directly — at the break-even point, profit is zero by definition. What it shows is the minimum sales volume required before any profit begins. Use the profit/loss table above to see how much profit (or loss) results at sales levels above or below that point.

Raise your price per unit, reduce your variable cost per unit, or reduce your fixed costs — any of these increases your contribution margin relative to fixed costs, which lowers the number of units you need to sell to break even.