BUSINESS

Break-Even Point
Calculator.

Find the minimum whole units and sales revenue needed for unit contribution to cover fixed costs.

Set prices in EUR, USD, GBP, or ZAR for the comparison. The selector changes denomination and formatting only, not the entered value or an exchange rate.

UPDATED · FIXED COST RECOVERY
CALCULATE
LIVE RESULT
BREAK-EVEN SALES VOLUME250 units

The result rounds up to a whole unit so total contribution meets or exceeds fixed costs.

BREAKDOWN
Contribution per unit$48.00
Exact break-even revenue$20,000.00
Revenue at minimum whole units$20,000.00
WHEN THIS CALCULATION HELPS

Use break-even to connect pricing, cost, and volume.

Break-even analysis answers: “How many units must be sold before total contribution covers fixed costs?” It combines fixed expenses with the amount each sale contributes after its variable cost.

Use it when evaluating a launch, price change, location, campaign, or operating plan. It does not forecast whether the required sales will happen; it defines the threshold that a demand forecast can be compared with.

CHOOSING THE RIGHT BUSINESS TOOL

Different questions need different denominators.

Break-even produces a required unit volume, not a profitability percentage. Profit margin evaluates profit as a share of selling price, markup sets price from cost, and ROI compares an investment outcome with the amount invested.

HOW IT WORKS

Formula and calculation method.

FormulaBreak-even units = Fixed costs ÷ (Selling price per unit − Variable cost per unit)

Selling price minus variable cost is contribution margin per unit. Each unit contributes that amount toward fixed costs. Exact break-even revenue uses the unrounded unit result. Because partial units often cannot be sold, the headline result rounds up and also shows revenue at that minimum whole-unit volume.

WORKED EXAMPLES

See the business meaning, not just the math.

PRODUCT LAUNCH

$12,000 fixed costs, $80 selling price, and $32 variable cost per unit

Working: $12,000 ÷ ($80 − $32) = 250

Result: 250 units; $20,000 exact break-even revenue and revenue at 250 units

Interpretation: Each unit contributes $48. After 250 units, total contribution equals the entered fixed costs.

WORKSHOP SEATS

$4,500 fixed costs, $150 ticket price, and $30 variable cost per attendee

Working: $4,500 ÷ ($150 − $30) = 37.5, rounded up

Result: 38 attendees; $5,625 exact break-even revenue; $5,700 revenue at 38 attendees

Interpretation: Thirty-seven attendees fall short. Exact break-even is 37.5 attendees, while the first sellable whole-attendee count that covers fixed cost is 38.

SUBSCRIPTION ONBOARDING

$30,000 fixed costs, $25 price, and $10 variable cost per subscriber

Working: $30,000 ÷ ($25 − $10)

Result: 2,000 subscribers; $50,000 exact break-even revenue and revenue at 2,000 subscribers

Interpretation: The threshold depends on the assumed $15 contribution per subscriber and does not include churn or changing support costs.

INTERPRETING THE RESULT

Put the number in context.

A lower break-even point can come from lower fixed costs, a higher price, or lower variable cost. Each change may also affect demand, capacity, quality, or customer value, so treat the formula as one part of the decision.

The model assumes constant unit economics. If costs or prices change by volume tier, calculate separate scenarios or use a fuller forecast rather than averaging away meaningful differences.

USE IT CAREFULLY

Assumptions and common mistakes.

What the calculation assumes

  • Fixed costs do not change over the sales range being considered.
  • Selling price and variable cost per unit remain constant.
  • Every unit sold has the same cost and contribution.
  • All produced units are sold and product mix does not change.

Mistakes to avoid

  • Dividing fixed cost by selling price instead of contribution per unit.
  • Classifying a cost as fixed even though it rises with each sale.
  • Using gross margin percentage in place of contribution amount per unit.
  • Treating the break-even threshold as a sales forecast or cash-flow date.
EDGE CASES

What unusual inputs mean.

Selling price equals variable cost

Contribution per unit is zero, so no number of sales can recover fixed costs.

Variable cost exceeds price

Each sale increases the loss, so the calculator rejects the scenario.

Fixed costs are zero

The mathematical break-even volume is zero units.

Fractional result

The calculator rounds up because the lower whole-unit count would not fully cover fixed costs.

LIMITATIONS

What this calculation leaves out.

This is a single-product, accounting break-even estimate. It excludes changing prices, tiered costs, taxes, financing, inventory timing, capacity constraints, cash collection timing, product mix, and target profit. Multi-product businesses need a weighted contribution-margin analysis.

FAQ

Questions people ask.

How is the break-even point calculated?

Divide fixed costs by selling price per unit minus variable cost per unit. The denominator is contribution margin per unit.

Why does the calculator round break-even units up?

The lower whole-unit count would leave some fixed cost uncovered. Rounding up gives the first whole-unit volume that meets or exceeds break-even.

What is contribution margin per unit?

It is selling price per unit minus variable cost per unit. That amount contributes toward fixed costs and then profit.

What happens when variable cost equals selling price?

Contribution is zero, so selling more units never covers fixed costs. There is no finite break-even volume.

Is break-even revenue the same as profit?

No. At the exact break-even revenue, modeled contribution covers fixed costs and modeled profit is zero. When the unit threshold is rounded up, revenue at that minimum whole-unit volume can produce a small positive modeled profit.

Can I use this for multiple products?

Not directly. A multi-product analysis needs expected sales mix and a weighted average contribution margin.