A product business
- Input
- £100,000 fixed, £500 price, £300 variable
- Output
- 500 units · £250,000 revenue
Each unit contributes £200. Fixed costs are covered at 500 units; every unit after that adds £200 of profit.
A break-even calculator works out the sales volume at which a business stops losing money. The number that drives it is contribution — what each unit adds after its own variable cost. When the price does not exceed the variable cost there is no break-even point at any volume, and this calculator says so rather than returning an infinity that looks like a number.
Runs entirely in your browser — your figures are never uploaded.
Break-even units = fixed costs ÷ (price per unit − variable cost per unit). With £100,000 of fixed costs, a £500 price and £300 variable cost, the contribution is £200 and you must sell 500 units to break even.
Rent, salaries, insurance
Materials, shipping, fees
Break-even volume
500 units
£250,000 in revenue
What each sale adds to fixed costs
To see your margin of safety
The maths
Break-even units = Fixed costs / (Price per unit − Variable cost per unit)
Worked example
500 units, or £250,000 in revenue, to cover all costs.
How to
Total everything that does not change with volume over the period — rent, salaries, software, insurance. Use a consistent period, usually a month or a year.
Put in the price per unit excluding sales tax. If you sell several products, use a weighted average or run each separately.
Include everything incurred per unit — materials, packaging, shipping, payment processing, commission. Understating this is the most common error.
Contribution per unit is what each sale adds toward fixed costs. Fixed costs divided by contribution gives the units needed.
Examples
Each unit contributes £200. Fixed costs are covered at 500 units; every unit after that adds £200 of profit.
A 20% price rise cuts the break-even volume by a third, because contribution rises from £200 to £300 per unit.
Each sale loses £20, so volume makes the loss worse. The calculator reports this rather than returning a meaningless figure.
Why use it
The per-unit contribution is the number that actually drives the answer, so it is shown rather than hidden inside the division.
When variable cost meets or exceeds price, the result is stated as having no break-even point instead of a misleading infinity.
Add a profit target to see the volume needed to reach it, which is usually the more useful planning number.
Cost structure and pricing never leave your browser.
Good to know
Summary
FAQ
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