Break-Even Point Calculator Guide — 2026
Every business has one number it must hit before any profit is possible: the break-even point. It is the sales volume at which total revenue exactly equals total costs — the moment you stop losing money and start keeping some. Understanding your break-even point is foundational to pricing decisions, budgeting, launch planning, and fundraising conversations. This guide explains the formulas, walks through worked examples, and covers the most important extensions of basic break-even analysis.
Contribution Margin / unit = Price − Variable Cost / unit
Break-Even Units = Fixed Costs ÷ CM / unit
Break-Even Revenue = Fixed Costs ÷ CM Ratio (where CM Ratio = CM / unit ÷ Price)
Units for Target Profit = (Fixed Costs + Target Profit) ÷ CM / unit
The Break-Even Formula — Step by Step
Break-even analysis has three inputs and a two-step calculation. The inputs are: your total fixed costs for the period, your variable cost per unit, and your selling price per unit.
Fixed costs (monthly): $3,000 (rent $1,200 + staff $1,200 + software $600)
Variable cost / unit: $12 (product $8 + packaging $2 + shipping $2)
Selling price / unit: $30
Contribution margin / unit = $30 − $12 = $18
CM ratio = $18 ÷ $30 = 60%
Break-even units = $3,000 ÷ $18 = 167 units / month (166.7 rounded up)
Break-even revenue = 167 × $30 = $5,010 / month
(Or using CM ratio: $3,000 ÷ 0.60 = $5,000 — the tiny difference is rounding)
Units Mode vs Revenue Mode
This calculator offers two input modes. Units Mode is the standard approach: enter price per unit and variable cost per unit and the calculator derives the contribution margin for you. This is the right choice when you have a clear per-unit cost structure.
Revenue Mode is useful when you already know your contribution margin ratio (CM%) — common in service businesses, SaaS, and hospitality where "per unit" is less clearly defined. Enter the CM% directly and the calculator uses: Break-even revenue = Fixed Costs ÷ CM%.
Fixed costs (monthly): $8,000 (team + infrastructure + marketing)
CM ratio: 78% (revenue minus hosting, payment fees, per-user variable costs)
Break-even revenue = $8,000 ÷ 0.78 = $10,256 / month MRR
At $49/month per subscriber: 10,256 ÷ 49 = 210 subscribers to break even
Target Profit — Beyond Break-Even
Break-even tells you when you stop losing money. Target profit analysis tells you how much you need to sell to hit a specific profit goal. The formula adds the desired profit to fixed costs before dividing by contribution margin:
Units for target profit = (Fixed Costs + Target Profit) ÷ CM / unit
Fixed costs: $3,000 | CM / unit: $18 | Target profit: $2,700/month
Units needed = ($3,000 + $2,700) ÷ $18 = $5,700 ÷ $18 = 317 units
Revenue needed = 317 × $30 = $9,510 / month
(vs 167 units / $5,010 to just break even — profit target requires 90% more sales)
Margin of Safety — How Much Buffer Do You Have?
The margin of safety measures how far your actual or projected sales can fall before you hit break-even and start making a loss. It is expressed as a number of units or as a percentage of projected sales:
Margin of safety (units) = Projected sales − Break-even units
Margin of safety % = (Projected sales − Break-even units) ÷ Projected sales × 100
A margin of safety above 25–30% is generally considered healthy for an established business. A startup or new product launch with margin of safety below 10% is operating with very little buffer — a small drop in demand or increase in costs could push it into loss territory. Enter your projected sales in the calculator to see your margin of safety automatically.
What Fixed and Variable Costs to Include
One of the most common mistakes in break-even analysis is misclassifying costs. Here is a practical guide:
- Fixed costs to include: rent/lease, salaried staff, insurance premiums, annual/monthly software subscriptions (Shopify, Xero, CRM, etc.), loan repayments, depreciation, utilities with a flat rate.
- Variable costs to include: cost of goods sold (COGS), per-unit packaging and labels, per-unit shipping/fulfilment fees, payment processing fees (e.g. Stripe 2.9% — convert to a per-unit amount or add to variable cost), sales commissions.
- Semi-variable costs: electricity with a usage component, part-time staff hours, courier contracts with minimum + overage — split into a fixed portion (add to fixed costs) and a variable portion (add to per-unit variable cost).
Break-Even Analysis for Different Business Types
The fundamentals are the same across business types, but typical CM ratios and what counts as "one unit" varies significantly:
- eCommerce (physical goods): CM ratio typically 30–60%. One unit = one product sold. Include COGS, packaging, fulfilment, platform fees, and returns reserve in variable cost.
- SaaS / digital products: CM ratio typically 70–90%. One unit = one subscription (monthly or annual). Variable costs are often very low — hosting, payment processing, support per user.
- Freelancers / service businesses: Use Revenue Mode with CM ratio. Variable costs include contractor payouts, per-project software licences, travel. Fixed costs include base salary, office, core subscriptions.
- Restaurants / hospitality: CM ratio typically 20–40%. One unit = one cover/table. Food and beverage cost (COGS) is the primary variable cost. Fixed costs are high (rent, staff).
- Manufacturing: CM ratio varies widely (20–70%). Fixed costs include factory overhead and equipment depreciation. Variable costs include raw materials and direct labour.
Using the Sensitivity Table
After calculating, scroll down to the sensitivity table. It shows profit or loss at seven different sales volumes: from 40% below break-even up to 200% of break-even, with the break-even row highlighted. This is especially useful for:
- Stress-testing your business plan — what happens if you sell only 60% of your target?
- Setting realistic sales milestones in a funding pitch
- Showing investors the path from break-even to target profit
- Understanding how quickly losses mount if sales fall short
How Pricing Decisions Affect Break-Even
Price is the single most powerful lever in break-even analysis because it affects both the contribution margin numerator and denominator simultaneously. A price increase of 10% on a 60% CM product reduces break-even units by roughly 14%. A discount of 10% on the same product raises break-even units by about 20%.
This asymmetry is important: discounting to drive volume often requires a disproportionate increase in units sold to maintain the same profit. Before offering a discount, calculate the new break-even point and check whether the additional volume is actually achievable.
Base: Price $30, VC $12, CM $18, Fixed $3,000 → Break-even 167 units
Price +10% → $33: CM = $21, Break-even = 3,000 ÷ 21 = 143 units (−14%)
Price −10% → $27: CM = $15, Break-even = 3,000 ÷ 15 = 200 units (+20%)
Price −20% → $24: CM = $12, Break-even = 3,000 ÷ 12 = 250 units (+50%)