Revenue and costs - EduqasWhat is break-even and how to calculate it

Financial terms and calculations includes revenue, costs, profits and loss, average rate of return, and break even. These financial elements inform key decisions in every business.

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What is break-even and how to calculate it

Emma and Mo discuss break-even

Break-even is the point at which revenue and total costs are the same, meaning the business is making neither a profit nor a loss. The break-even level of output informs a business of how many products it needs to sell to reach the break-even point (BEP). Using break-even allows a business to understand its costs, revenue and potential profit to help inform business decisions.

Break-even can be calculated using the contribution method. This involves working out the contribution that each product sold provides towards the fixed costs of a business. Firstly, a business must work out the contribution, this is calculated as:

Contribution per unit = Selling price per unit – Variable costs per unit

Once the contribution per unit is found, the break-even output can be calculated:

Break-even output = Fixed costs ÷ Contribution per unit

You may also see this calculation written as:

Break-even output = Fixed costs ÷ (Selling price per unit− Variable costs per unit)

The result of this calculation is always how many products a business needs to sell in order to break even. The calculation in brackets, which gives the contribution per unit, must be completed first.

Example

A business that sells T-shirts wants to find out what its BEP is.

Its are £400.

The selling price (per unit) is £10.

The (per unit) are £6.

Therefore:

Break-even = £400 ÷ (£10 − £6)

= £400 ÷ £4

= 100

So this business breaks even when it sells 100 T-shirts.

Sometimes the result is a little more complex, as the BEP may not be a whole number (eg 100.12). In such cases, the business would always need to sell an additional item in order to break even. An example of this is shown below:

Break-even = £401 ÷ (£10 − £6)

= £401 ÷ £4

= 100.25 T-shirts

In this case, the business would need to sell 101 T-shirts to break even.