Break-Even Analysis

Find Out How Much You Need to Sell

Enter three simple numbers to find the sales level where your business covers all of its costs.

Step-by-step

Enter Your Business Numbers

Don't worry if these terms are new to you. Each step explains exactly what to enter.

1

Costs you pay even when you make zero sales.

Examples: rent, salaries, software subscriptions, insurance and other regular business expenses.

2

How much it costs you to make or deliver one unit.

Examples: materials, packaging, shipping, payment fees or other costs that increase when you sell another unit.

3

The amount your customer pays for one unit.

For example, if you sell a product for ₹500, enter 500.

Your Result

Break-Even Analysis

=

Your answer will appear here

Enter the three numbers on the left. We'll show exactly how many units you need to sell before your business covers its costs.

Break-even means

Total revenue = Total costs

Quick Guide

How to Calculate Your Break-Even Point

Enter three numbers to find the minimum sales level required to cover your business costs.

01

Enter Fixed Costs

Add costs that generally remain unchanged with sales volume, such as rent, salaries, insurance, or subscriptions.

02

Enter Variable Cost & Price

Enter the variable cost of one unit and the selling price you charge for that unit.

03

Get Your Break-Even Point

See your break-even units, break-even revenue, and contribution margin instantly.

Break-Even Units Formula

Break-Even Units = Fixed Costs ÷ (Selling Price − Variable Cost)

Fixed Costs

Costs that generally remain unchanged as sales volume changes.

Selling Price

The amount charged to the customer for one unit.

Variable Cost

The cost that changes with each additional unit sold.

Break-Even Analysis Explained

What Is Break-Even Analysis?

Break-even analysis is a financial method used to determine the point where a business's total sales revenue covers its total costs. At this point, the business has neither a profit nor a loss.

It helps businesses understand how many units they need to sell before they start generating profit. This makes break-even analysis useful for pricing, budgeting, sales planning, and evaluating business decisions.

At the break-even point

Total Revenue

= Total Costs

Profit

₹0

Loss

₹0

Worked Example

Break-Even Analysis Example

Suppose a business has ₹50,000 in fixed costs. It sells a product for ₹500 and has a variable cost of ₹250 per unit.

Contribution Margin

₹250

₹500 selling price − ₹250 variable cost.

Break-Even Units

200 units

₹50,000 fixed costs ÷ ₹250 contribution margin.

Break-Even Revenue

₹1,00,000

200 units × ₹500 selling price.

Calculator Results

What Does the Break-Even Calculator Show?

Use the results to understand your minimum sales requirement and how each sale contributes toward covering your costs.

#

Break-Even Units

The number of units you need to sell to cover your fixed and variable costs.

Break-Even Revenue

The amount of sales revenue required to reach the break-even point.

%

Contribution Margin

The amount from each sale available to cover fixed costs after variable costs are deducted.

Business Planning

Why Is Break-Even Analysis Useful?

Break-even analysis gives you a simple way to understand the relationship between your costs, pricing, and sales volume.

Set Sales Targets

Know the minimum number of units you need to sell to cover your costs.

Evaluate Pricing

See how your selling price affects the number of sales needed to break even.

Understand Costs

See how fixed and variable costs affect your business sales requirements.

Plan for Profit

Use your break-even point as a baseline for setting higher sales targets.

Important to Know

Things to Consider When Using Break-Even Analysis

Costs can change

Rent, material prices, salaries, shipping, platform fees, and other expenses can change over time. Update your inputs when your costs change.

Selling prices may vary

Discounts, promotions, different products, and customer segments can result in different selling prices.

Multiple products require more analysis

This basic calculation works best when you are analyzing one product or a consistent unit. A business selling many products may need a weighted-average contribution margin.

FAQ

Frequently Asked Questions About Break-Even Analysis

Find answers to common questions about break-even points, formulas, fixed costs, variable costs, contribution margin, and business sales planning.

What is break-even analysis?+

Break-even analysis is a financial calculation used to determine how many units a business needs to sell, or how much revenue it needs to generate, to cover its total costs. At the break-even point, total revenue equals total costs, so there is neither a profit nor a loss.

What is the break-even point?+

The break-even point is the sales level where total revenue exactly covers total fixed and variable costs. After reaching this point, additional sales can generate a profit when the selling price is higher than the variable cost per unit.

What is the break-even point formula?+

The basic formula is: Break-Even Units = Fixed Costs ÷ (Selling Price per Unit − Variable Cost per Unit). The amount in parentheses is the contribution margin per unit.

What are fixed costs?+

Fixed costs are expenses that generally do not change directly with the number of units sold. Examples include rent, salaries, insurance, software subscriptions, and certain administrative expenses.

What are variable costs?+

Variable costs are expenses that change based on the number of units produced or sold. Examples include raw materials, packaging, manufacturing costs, and some transaction or delivery costs.

What is contribution margin?+

Contribution margin is the amount remaining from each sale after subtracting the variable cost of that unit. The formula is: Contribution Margin = Selling Price per Unit − Variable Cost per Unit.

What is break-even revenue?+

Break-even revenue is the amount of sales revenue required to cover total costs. At this revenue level, the business reaches its break-even point and has neither a profit nor a loss.

Can I use break-even analysis for products?+

Yes. Break-even analysis can help determine how many products need to be sold to recover fixed and variable costs. It can also help with pricing and sales planning.

Can I use break-even analysis for services?+

Yes. For services, you can treat the price charged for one service as the selling price per unit and estimate the variable cost associated with delivering that service.

Why is break-even analysis useful?+

Break-even analysis can help businesses set sales targets, evaluate pricing, understand their cost structure, compare business scenarios, and estimate how much they need to sell before generating a profit.

What happens if the selling price equals the variable cost?+

If the selling price equals the variable cost per unit, the contribution margin is zero. Each sale then contributes nothing toward covering fixed costs, so a normal break-even point cannot be reached through additional unit sales.

Can the break-even point be a decimal number?+

Yes. The mathematical calculation can produce a decimal number of units. Because products are normally sold in whole units, businesses generally round the required number of units up when setting a practical sales target.

Is break-even analysis the same as profit margin?+

No. Break-even analysis determines the sales level required to cover costs, while profit margin measures profit as a percentage of revenue. They are related but answer different business questions.

Does break-even analysis include profit?+

The basic break-even point represents zero profit and zero loss. If you want to calculate the sales needed to reach a specific profit target, the desired profit can be added to fixed costs in the break-even calculation.

Is this Break-Even Calculator free?+

Yes. Kaaf11's Break-Even Analysis Calculator is free to use online. No account, registration, or software installation is required.

Is my calculation data stored on your servers?+

If the calculator operates entirely on the client side, calculations are performed directly in your browser. Your entered numbers do not need to be sent to a server simply to perform the calculation.