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Break-even point: how many sales to stop losing money
Economia

Break-even point: how many sales to stop losing money

João Barros 04/07/2026 6 min

There is a question every business should be able to answer off the top of its head: from what sales volume do I stop losing money? It sounds basic, but it is striking how many companies — from cafés to software — make decisions on pricing, hiring and investment without ever having calculated it properly.

That question has a technical name: the break-even point. It is the level of activity at which revenue exactly covers costs, with neither profit nor loss. Below it, every month eats into reserves; above it, money starts to be left over. Knowing where that point sits changes how you look at almost every decision in the business.

In this article we explain the concept calmly, show the formula with a worked example and — more importantly — how to use real data so the number is not a spreadsheet fiction. No excess jargon, and with sums you can reproduce today.

What the break-even point actually is

Every business has two kinds of costs. Fixed costs do not depend on how much you sell in a given period: rent, base salaries, insurance, software licences. Variable costs track each unit sold: raw materials, commissions, packaging, the payment fee on each transaction.

Break-even point: how many sales to stop losing money

The break-even point is the number of units (or the revenue figure) at which the sum of the margins from each sale is enough to pay all the fixed costs. From there on, each additional sale stops plugging holes and starts generating profit. That is why it is one of the most useful numbers for setting targets: it gives a concrete goal instead of a vague "sell more".

The formula, step by step

The units version is simple:

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

The denominator — price minus the variable cost of each unit — has its own name and deserves attention in the next section. For now, the reading is intuitive: you divide what you have to pay no matter what (fixed costs) by what each sale "leaves over" to help pay them.

Contribution margin: the number in charge

The difference between the selling price and the variable cost per unit is called the contribution margin. It is how much each unit contributes to paying the fixed costs and, once those are covered, to profit. If you sell a product for 20 € and it costs you 12 € in variable costs, the contribution margin is 8 € per unit.

This is the real engine of break-even. A larger contribution margin — through a better price or lower variable costs — reduces the number of sales needed to reach break-even. Often, moving this lever is more powerful than cutting fixed costs.

A worked example

Picture a small brand selling a single product. Monthly fixed costs — rent, one salary and tools — add up to 6 000 €. Each unit sells for 25 € and costs 10 € in materials and shipping. The contribution margin is 25 − 10 = 15 €.

The break-even point in units is 6000 ÷ 15 = 400 units per month. Translated into revenue: 400 × 25 € = 10 000 € in monthly sales. Below 400 units, the brand loses money; on unit 401, it starts making 15 € on every further sale. Suddenly, "how much do we have to sell?" stops being a guess and becomes a target with a name and a number.

Break-even in value, not just units

Not every business sells comparable "units" — think of a restaurant or a consultancy. In those cases you use the revenue version, with the contribution margin ratio:

break-even (revenue) = fixed costs ÷ contribution margin ratio

The ratio is the contribution margin divided by the price (in the example above, 15 ÷ 25 = 0.6, or 60%). With 6 000 € of fixed costs, the break-even in revenue is 6000 ÷ 0.6 = 10 000 € — the same result, reached another way. This form is handy when you have many products and prefer to reason in euros of turnover rather than in units.

Where data makes the difference

The formula is trivial; the difficulty is in the numbers you feed it. This is where reliable data separates a useful estimate from a fantasy figure. Some points where data helps:

  • Real variable costs: include everything — payment fees, returns, waste — not just the cost of the product.
  • Product mix: with several lines, the average margin depends on what sells most; a good sales system shows that real mix.
  • Seasonality: a fixed monthly break-even misleads in a business with peaks; it is worth looking by quarter or by season.
  • Semi-fixed costs: some "fixed" costs jump in steps (hiring one more person, a second machine) and change the break-even point.

Margin of safety and sensitivity analysis

Knowing the break-even point lets you calculate the margin of safety: how far sales can fall before you slip into a loss. If you sell 520 units and break-even is 400, you have 120 units (23%) of slack — a comfortable cushion. If you sell 410, you are living on a knife's edge.

From here, it is worth asking "what if" questions: what if materials rise 10%? What if you cut the price 5% to sell more? Each scenario shifts the break-even point, and seeing that movement before deciding avoids surprises. It is the difference between managing by the rear-view mirror and managing with your eyes on the road.

Mini-case: the café that found its number

A neighbourhood café took good money at the counter, but the owner never knew whether a weak month was a problem or just noise. He sat down to separate costs: rent, salaries and equipment came to about 9 000 € fixed per month; each coffee, cake and sandwich had an average variable cost of 35% of the price, giving a contribution margin ratio of 65%.

The break-even in revenue came out at 9000 ÷ 0.65 ≈ 13 850 € per month. With turnover around 16 000 €, the café had a margin of safety of about 13% — positive, but tighter than the owner thought. Armed with the number, he made two simple decisions: he nudged up the prices of the lowest-margin items and pushed the busier hours with a late-afternoon offer. Three months later, break-even was still around 13 850 €, but turnover had risen to 18 500 €, widening the slack. Nothing magical — just the clarity of knowing what the target was.

Common mistakes when calculating break-even

Few sums go so wrong through carelessness. The most frequent slips: forgetting "invisible" variable costs like fees and returns, blending products with very different margins into a misleading average, treating as fixed a cost that actually grows with volume, and — the classic — calculating the number once and never revisiting it when costs change. Break-even is not a trophy to hang on the wall; it is an instrument that only works if it is kept up to date.

In practice

The break-even point is one of the best effort-to-value sums a business can do. You need three honest numbers — fixed costs, price, and variable cost per unit — and you need to keep them current with real data. With them, you answer questions that would otherwise be guesses: what target to give the team, how far you can drop the price, when it is safe to hire, how much slack you have before a loss. Calculate it today for your business, redo the sums whenever costs change, and turn the old "we think it is going well" into "we know exactly where we stand".

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