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Break-Even Calculator

Find the exact sales volume at which revenue covers every cost. Enter fixed costs, selling price, and variable cost per unit, and this calculator returns break-even units, break-even revenue, contribution margin, target-profit volume, and margin of safety — cross-checked against two independent formulas.

By Induwara AshinsanaUpdated May 11, 2026
Break-even calculatorCVP analysis
Two-method verified

The math is identical in every currency — symbol is for display only.

Rent, salaries, insurance, software — costs that don't change with sales volume.

What one unit (item, project, subscription, hour) sells for.

Materials, packaging, per-unit commission — costs that scale with each sale.

Profit you'd like to clear above break-even. Leave at 0 for plain break-even.

Forecast volume for the period — enables the margin-of-safety calculation.

Try a scenario
Break-even units
500
Whole units, rounded up to the next sale
Break-even revenue
$ 25,000
Verified by revenue-method identity
Contribution / unit
$ 20 per unit
40.00% of revenue covers fixed costs
Contribution margin ratio
40.00%
Of every unit sold, this share offsets fixed costs
Margin of safety

Cushion

37.50%

Units cushion
+300
Revenue cushion
$ 15,000

Profit at different volumes

ScenarioUnitsRevenueVariable costFixed costProfit / loss
No sales0$ 0$ 0$ 10,000$ -10,000
50% of break-even250$ 12,500$ 7,500$ 10,000$ -5,000
Break-even500$ 25,000$ 15,000$ 10,000$ 0
150% of break-even750$ 37,500$ 22,500$ 10,000$ 5,000
200% of break-even1,000$ 50,000$ 30,000$ 10,000$ 10,000
Pure-browser maths — nothing is uploaded.Works in any currency.

How it works

Break-even analysis sits at the centre of cost-volume-profit (CVP) analysis — the framework managerial accountants use to answer questions like "how many units must we sell to stop losing money?" or "what revenue do we need to hit a Rs 200,000 profit?" The model assumes prices and unit costs stay constant inside the volume range you are looking at, then walks two equivalent formulas to the same answer.

1. The per-unit method

The classical formula divides fixed costs by the contribution margin per unit:

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

The denominator — the contribution margin per unit — is the part of every sale that actually goes toward recovering fixed costs. At a Rs 50 price with a Rs 30 variable cost, contribution is Rs 20: twenty rupees of every sale chips away at the rent. With Rs 10,000 of fixed costs in the period, the business needs 500 units to break even.

2. The revenue-ratio method (cross-check)

The same answer falls out of the contribution margin ratio — the contribution margin expressed as a fraction of revenue:

break-even revenue = fixed costs ÷ contribution margin ratio

With Rs 10,000 of fixed costs and a 40% contribution ratio, the business breaks even at Rs 25,000 of revenue — exactly 500 units at Rs 50 each. The calculator computes both numbers and lights a Verified badge when they agree to within floating-point tolerance, a low-cost guard against arithmetic typos when the numbers get large.

3. Adding a target profit

Break-even is the zero-profit case. To hit a positive profit target, add that target to fixed costs before dividing:

units for target = (fixed costs + target profit) ÷ contribution margin

A consultancy with Rs 50,000 of fixed costs that wants Rs 20,000 of profit at an Rs 80 contribution margin needs (50,000 + 20,000) ÷ 80 = 875 units. The same identity is used when planning bonus pools or owner draws — promote the target into the numerator and the formula tells you the volume.

4. Margin of safety

The margin of safety compares expected sales against break-even sales. A bakery forecasting 800 sales a month with a 500-unit break-even has a 300-unit cushion, or 37.5% of expected volume. AccountingTools describes this as the early-warning indicator of CVP: a thin margin of safety means a small dip in demand pushes the business into a loss, while a generous cushion absorbs shocks without paining the P&L.

5. Rounding rule for units

A fractional unit cannot be sold, so the calculator rounds break-even units up to the next whole number. If the math returns 16.67, the first whole sale that brings the business into the black is unit 17. Worked examples keep the exact 16.67 number visible so the textbook identity is auditable; the result tile shows 17 because that is the first sale that actually closes the gap.

Worked examples

Retail product — clean integer break-even

Fixed Rs 10,000 · Price Rs 50 · Variable Rs 30

  1. Contribution = 50 − 30 = Rs 20 per unit
  2. Contribution ratio = 20 ÷ 50 = 40.00%
  3. Break-even units (method A) = 10,000 ÷ 20 = 500
  4. Break-even revenue (method B) = 10,000 ÷ 0.40 = Rs 25,000
  5. Cross-check: 500 × 50 = Rs 25,000 ✓

Consulting — fractional units, target profit

Fixed Rs 50,000 · Price Rs 200 · Variable Rs 120 · Target Rs 20,000

  1. Contribution = 200 − 120 = Rs 80 per unit
  2. Break-even units = 50,000 ÷ 80 = 625 projects exactly
  3. Units for target profit = (50,000 + 20,000) ÷ 80 = 875 projects
  4. Revenue at target = 875 × 200 = Rs 175,000
  5. Above 875 projects, each one adds Rs 80 to net profit.

Margin of safety — bakery

Fixed Rs 10,000 · Price Rs 50 · Variable Rs 30 · Expected 800 units

  1. Break-even = 500 units (as in the first example)
  2. Margin of safety = 800 − 500 = 300 units
  3. Margin of safety revenue = 300 × 50 = Rs 15,000
  4. Margin of safety % = 300 ÷ 800 = 37.50%
  5. Read: sales can fall 37.50% before the bakery starts losing money.

Edge case — price below variable cost

Fixed Rs 10,000 · Price Rs 25 · Variable Rs 30

  1. Contribution = 25 − 30 = −Rs 5 per unit (loses money on each sale)
  2. Denominator is zero or negative — break-even unreachable
  3. Calculator returns 'Unreachable' instead of Infinity
  4. Fix: raise the price, cut the variable cost, or rethink the product.

Frequently asked questions

Sources & references

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