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Break-Even Calculator Online

Last updated: March 2026

Work out how many units you need to sell to cover fixed costs, what revenue that represents, and how volume changes affect profit.

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Break-Even Calculator

Why Break-Even Analysis Matters

A break-even calculator helps you check whether a price and cost structure make commercial sense before you commit to stock, ads, labour, or a client project. The break-even point tells you how many units must sell before fixed costs are covered. After that point, each extra unit contributes to profit. This makes the tool useful for planning launches, promotions, small business pricing, and simple service offers.

In practice, the calculation is most useful when teams are deciding whether a campaign target is realistic. If a product only earns a small contribution per unit, the number of sales needed to break even can become much higher than expected. This calculator keeps those relationships visible so you can adjust price, variable cost, or fixed cost assumptions before you commit budget or promise a target.

What to Enter for Fixed Cost, Variable Cost, and Selling Price

Fixed costs are the costs that stay in place even if you sell nothing in the period you are measuring. Variable cost is the cost that moves with each unit sold, produced, or delivered. Selling price is the amount charged per unit before tax if you want a cleaner commercial comparison. Once those values are entered, the calculator shows contribution margin, break-even units, and the revenue level tied to that point.

You can also enter a target profit to see the sales volume needed beyond break-even. That makes the calculator more practical for planning because it shows not only where loss stops, but what output level is needed to reach a chosen profit figure. For quick business planning, that gives more useful context than break-even alone.

Where This Calculator Fits Best

This calculator works well for small business pricing, ecommerce item planning, paid campaign checks, events, subscriptions with known unit pricing, and service offers that have a clear unit value. It is designed for fast browser-side planning, not full financial modelling with many mixed cost layers.

If your cost base changes at different sales levels, treat the result as an estimate and rerun it with a few scenarios. That is often the best way to use break-even analysis in practice: test realistic ranges, compare outcomes, then choose the safest path.

What to Expect

Formula: contribution per unit = selling price - variable cost, break-even units = fixed costs / contribution per unit.

Best for

  • Launch planning
  • Sales target checks
  • Simple unit economics
  • Campaign viability reviews

Not ideal for

  • Complex finance models
  • Tiered cost curves
  • Inventory valuation
  • Tax forecasting

Who this is for

  • Founders
  • Sales managers
  • Operations teams
  • Freelancers
  • Small business owners

Common errors

  • Using VAT-inclusive prices unintentionally
  • Leaving out variable costs
  • Treating unstable fixed costs as fixed for too long

Example use cases

  • Estimate units needed to recover ad spend and setup costs
  • Check how price changes alter the break-even point
  • Set realistic monthly sales targets for a new product

Frequently Asked Questions

What is break-even point?

Break-even point is the sales volume where total contribution covers fixed costs and profit is zero.

What is contribution per unit?

Contribution per unit is the selling price minus the variable cost for one unit.

Can I calculate break-even revenue as well as units?

Yes. The calculator shows both break-even units and the revenue linked to that sales volume.

Can I add a target profit?

Yes. Enter a target profit and the calculator estimates the unit sales and revenue needed to reach it.

Should VAT be included?

Usually it is cleaner to work with tax-exclusive prices and costs first, then add VAT separately if needed.

Can I use this for services?

Yes. A unit can be a product, a booking, an hour, a job, or any repeatable revenue item.