Finance

Break-even Calculator

Find how many units you must sell to cover fixed costs, based on price and variable cost per unit. Free break-even calculator.

Calculator

How it works

Break-even units = fixed costs ÷ (selling price − variable cost per unit).

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About the Break-even Calculator

Find how many units you must sell to cover your fixed costs, based on the price and variable cost per unit.

How to use it

Enter your total fixed costs, the selling price per unit and the variable cost per unit. The price must be higher than the variable cost.

Formula

Break-even units = fixed costs ÷ (price − variable cost per unit)

Worked example

Fixed costs 5,000, price 50, variable cost 30: 5,000 ÷ 20 = 250 units.

Understanding your result

The result is the number of units you must sell to cover your costs, rounded up to a whole unit. Everything sold beyond that point is profit.

When it is useful

Common mistake

Leaving out costs you pay regardless of sales, such as software subscriptions, insurance or a market stall fee.

The question this page actually answers

Break-even analysis is not about profit. It is about survival per month: how many units must go out the door so that fixed costs are covered, after which every sale keeps its contribution and starts building profit. The tool needs three honest numbers — fixed costs that repeat regardless of sales, the selling price per unit, and the variable cost that each unit itself requires (materials, transaction fees, piece-rate labour).

Be disciplined about categories. Rent, subscriptions, insurance and salaries belong to fixed costs; packaging, payment processing and unit shipping belong to the variable side. Costs that scale in steps (a second oven, extra warehouse space) are neither clean "fixed" nor "variable": model them as fixed when the step applies now, and re-run the analysis when you outgrow it. And pricing must stay pre-tax: use the net price, since VAT or sales tax collected for the treasury is never your revenue.

A worked example, step by step

Problem: a workshop produces handmade lights. Fixed monthly costs are 8,400. Each light sells for 24.50; materials and per-unit costs total 17.00.

  1. Contribution per unit: 24.50 − 17.00 = 7.50.
  2. Units to cover fixed costs: 8,400 ÷ 7.50 = 1,120 lights per month.
  3. Revenue at break-even: 1,120 × 24.50 = 27,440.
  4. Sense-check: 1,120 units each contributing 7.50 give 8,400 — exactly the fixed block.

Every light beyond 1,120 adds 7.50 of profit before other considerations, which is the number that makes scaling conversations concrete.

Profit by volume for the example

Units per monthMonthly result
800−2,400.00
1,120 (break-even)0.00
1,400+2,100.00

At 800 the workshop loses exactly 280 units × 7.50; at 1,400 it gains precisely 280 units × 7.50. Volume moves the result linearly once the fixed block is defined.

Mistakes that fake a lower break-even

  • Counting only obvious fixed costs. Software subscriptions and marketplace fees hide in statements; audit a full month before entering the figure.
  • Paying yourself nothing. Owner time is a cost. Using a zero salary makes break-even a fantasy.
  • Setting price including tax. VAT and sales tax belong to the authority; price net, or the analysis overstates your margin.
  • Assuming the mix is one product. Multi-product businesses need a weighted contribution across the mix, not the cheapest product's.
  • Forgetting price elasticity. Raising price lowers the break-even quantity — and may lower demand. Re-run at several prices and check both channels.

Keep exploring

Frequently asked questions

What are fixed and variable costs?

Fixed costs, such as rent, stay the same regardless of sales; variable costs, such as materials, rise with each unit sold.

Why is the result rounded up?

You cannot sell part of a unit, so the calculator rounds up to the next whole unit.

Fixed costs 5,600, price 34.90, variable cost 12.40: where is break-even?

The contribution is 34.90 − 12.40 = 22.50 per unit; 5,600 ÷ 22.50 = 248.9, so 249 units cover the month.

Contribution margin 9.00 per unit and fixed costs 6,300?

6,300 ÷ 9.00 = 700 units — the direct division when the contribution is already known.

What happens if materials rise by 1.20 per unit?

The contribution falls by the same amount: in the lamps example from 7.50 to 6.30, and break-even climbs from 1,120 to 1,334 units.

How much profit does each unit sold past break-even earn?

Exactly the contribution per unit, unchanged — 7.50 in the lamps example — until another cost step (staff, space, materials) kicks in.

Related guides

Page reviewed 21 October 2026. Results are estimates for general information. See the methodology and disclaimer.

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Show your working

Every tool lists its formula and a worked example, so you can verify the answer yourself.

Understand the result

Each page explains how to read the result, when to use it and the mistakes to avoid.

Clear limits

Estimates are labelled as estimates. Read how we work on the methodology page.

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Financial estimates are illustrative and may exclude fees, taxes or other costs. Health-related estimates are not medical advice. See the disclaimer.