Business

Break-even Calculator

Find the units and sales you need to cover fixed costs, and the volume for a target profit.

By Nitin Raturi · Last reviewed

Your costs and price

How to use the Break-even Calculator

Find how many units you need to sell to cover your costs, and to reach a profit.

  1. Enter fixed costs for one period, such as a month.
  2. Enter the selling price and the variable cost of one unit.
  3. Optionally enter the profit you want for the same period.
  4. Read the break-even units and sales, then the volume for your target.

Good to know

  • Use the same period for fixed costs and target profit.
  • Try a higher price or lower variable cost to see how the break-even moves.

Use one period, such as a month, and keep every amount on the same GST basis.

Fixed costs

Costs for the period that stay the same however many units you sell: rent, salaries, loan EMIs, software.

How to fill it in

  • Enter rupees for one period, such as a month: 60000, 60k or 1.2 lakh.
  • Allowed range: ₹0 to ₹10,00,00,00,00,000.
  • Use the same period for the target profit.

Example

₹60,000.00 a month at ₹100.00 contribution per unit needs 600 units to break even.

Keep in mind: Leaving out a cost, such as your own salary, makes the break-even look lower than it is.

Selling price per unit

What you receive for one unit, after any discount.

How to fill it in

  • Enter rupees: 250, 1,499 or 2.5k.
  • Allowed range: ₹0.01 to ₹10,00,00,00,00,000.
  • Keep it on the same GST basis as your costs, usually before GST.

Example

At ₹250.00 with a ₹150.00 variable cost, each sale adds ₹100.00 towards fixed costs.

Variable cost per unit

Costs that rise with every unit sold: materials, packaging, delivery, marketplace commission, payment fees.

How to fill it in

  • Enter rupees per unit.
  • It must be below the selling price; otherwise every sale adds to the loss.

Example

₹150.00 on a ₹250.00 price is a 40% contribution margin.

Tip: A percentage fee, such as a 15% marketplace commission, is a variable cost: work out its rupee amount on your price.

Target profit

The profit you want for the same period, after fixed and variable costs.

How to fill it in

  • Enter rupees, or 0 to see break-even only.
  • Income tax is not deducted.

Example

A ₹20,000.00 target needs 800 units, or ₹2,00,000.00 of sales.

Break-even volume

600 units

Each unit adds ₹100.00 towards fixed costs, so 600 units (₹1,50,000.00 of sales) cover ₹60,000.00. A ₹20,000.00 profit needs 800 units, or ₹2,00,000.00 of sales.

Contribution per unit
₹100.00
Contribution margin
40%
Break-even sales
₹1,50,000.00
Exact break-even volume
600
Units for target profit
800 units
Sales for target profit
₹2,00,000.00

Price and costs per unit stay the same at every volume, and everything made is sold. Whole units are rounded up. Income tax is not included.

How this calculator works

  1. Step 1Price₹250.00What one unit sells for.
  2. Step 2Variable cost₹150.00What one more unit costs you.
  3. Step 3Contribution₹100.00What each sale adds towards fixed costs.
  4. Step 4Break-even600 unitsEnough contributions to cover ₹60,000.00.

Every unit you sell earns its price and costs its variable cost. The difference, the contribution, goes towards fixed costs such as rent and salaries.

Break-even is the volume where those contributions exactly cover the fixed costs. Below it you make a loss; above it, each extra unit adds its full contribution to profit.

A target profit works the same way: add the profit to the fixed costs and divide by the contribution per unit.

Worked example: a small workshop

Break-even and target volume for one month
Contribution
price − variable cost
Break-even units
fixed costs ÷ contribution
Target units
(fixed costs + target profit) ÷ contribution
  • FFixed costs for the month ₹60,000.00
  • pSelling price per unit ₹250.00
  • vVariable cost per unit ₹150.00
  1. Contribution₹250.00 − ₹150.00₹100.00
  2. Break-even units₹60,000.00 ÷ ₹100.00600
  3. Break-even sales600 × ₹250.00₹1,50,000.00
  4. Units for the target(₹60,000.00 + ₹20,000.00) ÷ ₹100.00800

The workshop needs 600 sales a month, or ₹1,50,000.00, before it earns anything. To keep ₹20,000.00, it needs 800 sales.

Profit at different volumes

  • 300 unitsLoss ₹30,000.00
  • 600 unitsProfit ₹0.00
  • 800 unitsProfit ₹20,000.00
Monthly profit or loss for the worked example, by units sold

At half the break-even volume the workshop loses half its fixed costs. Past break-even, each extra sale adds ₹100.00 of profit.

What moves the break-even point

  • Price up to ₹275.00480 unitsContribution rises to ₹125.00.
  • Fixed costs up to ₹75,000.00750 unitsMore to cover with the same contribution.
  • Variable cost up to ₹175.00800 unitsContribution falls to ₹75.00.

A small change in price or variable cost moves the break-even more than you might expect, because it changes the contribution on every unit.

Read the result

The headline is the number of whole units to sell; the table adds the sales value and the contribution margin.

Contribution margin is the share of each rupee of sales left after variable costs. Break-even sales equal fixed costs divided by that share.

The exact volume can be fractional. The headline rounds it up, because selling one unit fewer would leave a small loss.

Assumptions and limits

  • Straight linesPrice and variable cost per unit stay the same at every volume.
  • Everything sellsUnits made are units sold; there is no unsold stock.
  • Before taxIncome tax on profit is not deducted. Keep GST out of price and costs.
  • One periodFixed costs and target profit cover the same month or year.

Real costs can step up, for example when you hire another person or rent more space. Re-run the calculation for each level of fixed costs.

For several products, this tool needs one average price and variable cost. A weighted mix is outside its scope.

Break-even needs a price and a cost per unit. Margins and payback are the neighbouring questions.

To set a price from cost and margin, use the margin and markup calculator. For how long an investment takes to repay, try the payback period calculator, and for commission on sales, the commission calculator.

Common mistakes

  • Mistake: Leaving your own salary out of fixed costs.

    Instead: Include what you need to pay yourself, or the business only looks viable.

  • Mistake: Forgetting marketplace commission and payment fees.

    Instead: Count every per-sale charge in the variable cost.

  • Mistake: Mixing a yearly rent with a monthly target.

    Instead: Put fixed costs and target profit on the same period.

  • Mistake: Using a GST-inclusive price with GST-exclusive costs.

    Instead: Use the same basis, usually before GST.

Checking the method

Every golden case is re-solved as an intersection of revenue and cost lines, and two OpenStax examples are reproduced.

The formulas follow OpenStax Principles of Managerial Accounting. An independent script intersects the revenue and cost lines exactly and searches for the smallest whole volume, matching every case listed in the sources.

Read how we test our calculators, or browse more money calculators.

Frequently asked questions

How do I calculate the break-even point?

Divide fixed costs by the contribution per unit (price minus variable cost). ₹60,000.00 ÷ ₹100.00 = 600 units.

What is the break-even point in sales value?

Fixed costs divided by the contribution margin ratio. At a 40% ratio, ₹60,000.00 of fixed costs needs ₹1,50,000.00 of sales.

How many units do I need for a target profit?

Add the target to fixed costs and divide by the contribution per unit. A ₹20,000.00 target in the example needs 800 units.

What counts as a fixed cost?

Anything you pay for the period whether or not you sell: rent, salaries, loan EMIs, insurance and software subscriptions.

What if my variable cost is higher than my price?

Then each sale adds to the loss and there is no break-even point. The calculator reports this instead of a number.

Does the result include GST or income tax?

No. Enter price and costs before GST, and remember that income tax on the profit is not deducted.

Sources and methodology

The formulas are standard time-value-of-money results. We check every figure against golden values worked out independently, by closed form and by month-by-month simulation; see the methodology.

Written and maintained by Nitin Raturi, a software engineer (about the author). Last reviewed 3 Nov 2026; next review due by . Found an error? Tell us.

Changelog

  • : Initial release.