Break-Even Point Calculator: Units and Price

See how many units you must sell to cover your fixed costs, or the lowest price that breaks even at the volume you expect.

Enter your numbers

Costs that do not change with sales, for one period: rent, salaries, insurance, software.

What each extra unit costs you: materials, shipping, payment fees.

You break even at
667 units
Exact figure: 666.67 units
Revenue needed
$16,675.00
Contribution per unit
$15.00
Contribution margin
60.0%

What if you change the price?

Break-even units at prices 20% lower to 20% higher than yours.

Break-even units and revenue at different prices
Price per unitBreak-even unitsBreak-even revenue

How to use the break-even calculator

  1. Choose Break-even units to see how many units you must sell at a set price, or Break-even price to find the lowest price that covers your costs at a planned volume.
  2. Enter your Fixed costs ($) for one period, such as a month: rent, salaries, insurance, software.
  3. Enter the Variable cost per unit ($): materials, packaging, shipping, payment fees, anything that grows with each sale.
  4. In units mode, enter your Price per unit ($). In price mode, enter the Units you expect to sell instead.
  5. Read the result, then use the table underneath to see how a different price or volume shifts it.

How the break-even point is calculated

Each unit you sell contributes its price minus its variable cost toward your fixed costs. That leftover is the contribution margin, and you break even when the total contribution equals the fixed costs.

Break-even units = Fixed costs / (Price - Variable cost)
Break-even price = Fixed costs / Units + Variable cost

Fixed costs divided by the contribution margin ratio (contribution divided by price) give break-even revenue. The calculator rounds units up to whole units and a break-even price up to the next cent, so you really cover your costs. This is standard cost-volume-profit analysis, as taught in OpenStax Managerial Accounting.

Worked example with the default numbers

Fixed costs are $10,000, the price is $25 and the variable cost is $10. Each sale contributes $25.00 - $10.00 = $15.00, a contribution margin of 60.0%. Then $10,000 / $15.00 = 666.67, so you break even at 667 units, which bring in 667 x $25.00 = $16,675.00 (exactly $16,666.67 before rounding up to whole units). In Break-even price mode with 800 units expected, $10,000 / 800 = $12.50 of fixed cost per unit, plus the $10.00 variable cost, gives a break-even price of $22.50.

Limits and edge cases

Break-even questions people ask

How do you calculate the break-even point?

Divide fixed costs by the contribution margin per unit, which is the price minus the variable cost. With $10,000 of fixed costs, a $25 price and a $10 variable cost, the margin is $15, and $10,000 divided by $15 is 666.67, so you need 667 units.

How do you find the break-even price?

Divide fixed costs by the units you expect to sell, then add the variable cost per unit. For $10,000 of fixed costs, 800 units and a $10 variable cost, that is $10,000 divided by 800, plus $10, which is $22.50.

What is the difference between break-even units and break-even revenue?

Break-even units is how many items you must sell. Break-even revenue is what those sales bring in, which is units multiplied by price: $16,675.00 for 667 units at $25, or $16,666.67 if you skip rounding up to whole units.

What if my variable cost is higher than my price?

You cannot break even, because every sale loses money before fixed costs are counted. Raise the price, cut the variable cost, or both.

Should fixed costs be monthly or yearly?

Either works if you stay consistent. Monthly fixed costs give break-even units per month, and yearly fixed costs give units per year. In price mode, enter units for that same period.

Source: OpenStax, Principles of Accounting, Volume 2: Managerial Accounting, section 3.2, Calculate a Break-Even Point in Units and Dollars.