Break-Even Calculator
Find the unit volume needed to cover fixed overhead costs, solve for required pricing, or solve allowed overhead budgets.
| Unit Price ($) | Price Change | Break-Even Units | Break-Even Revenue | Margin Ratio |
|---|---|---|---|---|
| $28.00 | -20.00% | 3,847 | $107,716.00 | 46.4% |
| $31.50 | -10.00% | 3,031 | $95,477.00 | 52.4% |
| $35.00 | +0.00% | 2,500 | $87,500.00 | 57.1% |
| $38.50 | +10.00% | 2,128 | $81,928.00 | 61.0% |
| $42.00 | +20.00% | 1,852 | $77,784.00 | 64.3% |
| Scenario | Profile | Break-Even Units (rounded up) |
|---|---|---|
Base Settings | Default inputs and growth assumptions | 2,500 Units |
Conservative | Lower yield, higher inflation, haircuts | 3,433 Units |
Optimistic | Favorable yield, lower inflation, growth | 2,000 Units |
Stress Test | Severe economic crash and high inflation | 5,532 Units |
Educational estimate. Not financial advice.
Break-even volume of 2,500 Units is required to cover all fixed overhead costs and variable unit costs per Cost-Volume-Profit (CVP) Analysis Standards.
With fixed costs of $50,000 and a selling price of $35.00, you must sell 2,500 units to break even.
How to Use the Break-Even Calculator
Find out exactly how many units you need to sell to cover all your costs. Enter your fixed costs (rent, salaries, insurance), variable cost per unit (materials, packaging, commissions), and selling price to instantly calculate your break-even point in both units and revenue.
- Scenario Mode: Bounded parameter in the mathematical model.
- Goal to Calculate: Bounded parameter in the mathematical model.
- Target Production Volume (Units): Bounded parameter in the mathematical model.
- Total Fixed Costs ($): Bounded parameter in the mathematical model.
- Variable Cost Per Unit ($): Bounded parameter in the mathematical model.
- Selling Price Per Unit ($): Bounded parameter in the mathematical model.
- Target Profit ($): Bounded parameter in the mathematical model.
Break-Even Analysis: Formulas & Calculator Math
Learn how break-even analysis works, how to calculate your break-even point, and how to use it to make smarter pricing and production decisions.
Read Full Guide →What is the break-even formula?
Break-Even Units = Fixed Costs ÷ (Selling Price − Variable Cost Per Unit). The denominator is called the Contribution Margin Per Unit — the amount each sale contributes toward covering fixed costs after paying for its own variable costs.
What is the difference between fixed and variable costs?
Fixed costs remain constant regardless of production volume — rent, salaries, insurance, and loan payments. Variable costs scale with production — raw materials, packaging, sales commissions, and direct labour. Break-even analysis requires this distinction because fixed costs are the target that contribution margin must cover.
How do I use the break-even point to make pricing decisions?
If your calculated break-even point exceeds your realistic market capacity, you must either raise the selling price, reduce variable costs, or reduce fixed costs. Break-even analysis reveals the minimum viable business model before you commit capital.
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