Break-Even Pricing Calculator

Calculate the minimum price to cover costs plus desired profit at a given sales volume.

$
$
$

Break-Even Price

$25.00

Target Price (with profit)

$31.00

Margin at Target

51.6%

Pricing Breakdown

Break-Even Price$25.00
Target Price$31.00
Gross Margin at Target51.6%
Markup at Target106.7%
Break-Even Units313
Total Revenue at Target$15,500.00

Price Sensitivity

$22.50 (-10% below break-even)33.3% margin | -$1,250.00 profit
$25.00 (Break-even price)40.0% margin | +$0.00 profit
$31.00 (Target price)51.6% margin | +$3,000.00 profit
$34.10 (+10% above target)56.0% margin | +$4,550.00 profit
$38.75 (+25% above target)61.3% margin | +$6,875.00 profit

Volume Sensitivity

250 units$7,750.00 revenue | -$1,000.00 profit
375 units$11,625.00 revenue | +$1,000.00 profit
500 units$15,500.00 revenue | +$3,000.00 profit
625 units$19,375.00 revenue | +$5,000.00 profit
750 units$23,250.00 revenue | +$7,000.00 profit

Use the Break-Even Pricing Calculator above to calculate your results. Enter your values and see instant results — all calculations run in your browser.

Disclaimer: This calculator is for informational purposes only and does not constitute tax, financial, or legal advice. Results are estimates based on the information you provide and current rates. Always consult a qualified tax professional or financial advisor for advice specific to your situation.

How It Works

Our Break-Even Pricing Calculator determines the absolute minimum price you need to charge per unit to cover all your costs and achieve a desired profit margin, given a specific sales volume. In a competitive 2026 market where supply chain volatility continues to impact material costs, understanding your break-even point is critical for sustainable growth and avoiding losses, especially with projected inflation around 3.5%.

This calculator utilizes a modified break-even formula: (Total Fixed Costs + Total Variable Costs + Desired Profit) / Sales Volume. Total Variable Costs are calculated as (Variable Cost Per Unit * Sales Volume). This provides a foundational unit price that accounts for both fixed overheads and per-unit expenses before factoring in market dynamics.

A common mistake is underestimating variable costs, particularly hidden charges like shipping insurance or payment processing fees, which are projected to increase by 0.5% in 2026. Remember, this calculation provides a floor price; market demand, competitor pricing, and perceived value still heavily influence your optimal selling price.

Example: Launching a New Eco-Friendly Water Bottle in 2026

  1. 1 Input: Fixed Costs (Rent, Salaries, Marketing) = $15,000; Variable Cost Per Unit (Materials, Labor) = $4.50; Desired Profit = $5,000; Sales Volume = 2,000 units.
  2. 2 Calculation: Total Variable Costs = $4.50 (Variable Cost Per Unit) * 2,000 (Sales Volume) = $9,000. Total Costs + Desired Profit = $15,000 (Fixed Costs) + $9,000 (Total Variable Costs) + $5,000 (Desired Profit) = $29,000.
  3. 3 Intermediate Result: Total revenue needed to cover costs and desired profit = $29,000.
  4. 4 Final Result: Break-Even Price Per Unit = $29,000 / 2,000 units = $14.50. You must charge at least $14.50 per water bottle to cover all expenses and achieve your $5,000 profit target at a sales volume of 2,000 units.

Source: SBA — Business Guide · Last updated: April 2026

Frequently Asked Questions

How do you calculate break-even price?
Break-even price equals total fixed costs divided by the number of units sold, plus the variable cost per unit. This gives the minimum price to cover all costs with zero profit.
What is the difference between break-even price and markup?
Break-even price is the minimum price to cover costs. Markup adds profit on top of cost. A 50% markup on a $10 cost item sets the price at $15, but break-even might be $12 if fixed costs are included.
How many units do I need to sell to break even?
Break-even units equal fixed costs divided by (selling price minus variable cost per unit). This tells you the exact sales volume where total revenue equals total costs.