Break-Even Point Calculator

Break-Even Units

500 Units

The Numbers

  • Break-even revenue: $25,000.00
  • Contribution margin: $20.00 per unit
  • Contribution margin ratio: 40%

Analysis

  • A 40% contribution margin ratio means every dollar of sales revenue contributes 40% toward covering fixed costs

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Disclaimer

This calculator provides estimates for informational purposes only and does not constitute financial, medical, legal, or tax advice. Always consult a qualified professional about your specific situation.

How This Calculator Works

The break-even point is the number of units a business must sell before its fixed costs are fully covered by the profit earned on each sale. Enter your fixed costs, the price you sell each unit for, and the variable cost of producing one more unit, and this calculator finds how many units — and how much revenue — you need before you start making a profit.

Every unit sold contributes a little toward paying off your fixed costs. That contribution is the selling price minus the variable cost of making that one unit, called the contribution margin. Once enough units have been sold that their combined contribution exactly equals the fixed costs, you’ve broken even — every unit sold after that is pure profit (before tax).

The Formula

Break-Even Units=FPV\text{Break-Even Units} = \frac{\vA{F}}{\vB{P} - \vC{V}}

where F\vA{F} is total fixed costs, P\vB{P} is the price per unit, and V\vC{V} is the variable cost per unit. The denominator, PV\vB{P} - \vC{V}, is the contribution margin — expressed as a percentage of price, it’s the contribution margin ratio:

Contribution Margin Ratio=PVP×100\text{Contribution Margin Ratio} = \frac{\vB{P} - \vC{V}}{\vB{P}} \times 100

Multiplying the break-even unit count by the price per unit gives the break-even revenue — the total sales dollars, rather than the unit count, needed to cover fixed costs.

Worked Example

A business has $10,000 in fixed costs, sells each unit for $50, and each unit costs $30 to make:

  1. Contribution margin: 5030=$20\vB{50} - \vC{30} = \$20 per unit.
  2. Contribution margin ratio: $20÷50×100=40%\$20 \div \vB{50} \times 100 = 40\%.
  3. Break-even units: 10,000÷$20=500\vA{10{,}000} \div \$20 = 500 units.
  4. Break-even revenue: 500×50=$25,000500 \times \vB{50} = \$25{,}000.

Selling fewer than 500 units means a loss for the period; selling more than 500 means a profit of $20 for every additional unit sold beyond that point.

Source: Standard break-even/contribution-margin analysis.

Frequently Asked Questions

What is the break-even point?

The break-even point is the sales volume at which total revenue exactly equals total costs — neither a profit nor a loss. Sell fewer units than that and you're operating at a loss; sell more and each additional unit is profit.

What is contribution margin, and why does it matter here?

Contribution margin is the price per unit minus the variable cost of making that one unit — what's left over to put toward fixed costs (and, once those are covered, profit). It's the number the break-even formula actually divides fixed costs by, since it's the only part of the sale price that changes anything as volume changes.

What if my price doesn't cover my variable cost?

Then every unit you sell loses money, and no sales volume can ever recover your fixed costs — there's no break-even point at all in that situation. This calculator flags it rather than returning a misleading number. You'd need to raise the price, lower the variable cost, or both.

Does this account for taxes?

No — this is a break-even analysis on revenue versus costs before tax, the standard way break-even is calculated. Taxes reduce your real-world profit once you're past break-even, but they don't change the break-even point itself.