Break Even Point Calculator

Free Business Tool

Break-Even Point
Calculator

Calculate exactly how many units you need to sell to cover your costs — and start making profit. Includes contribution margin, break-even revenue, and a live profit/loss chart.

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Calculate Your Break-Even Point

Enter your costs and selling price below. Results and the break-even chart update instantly.

Rent, salaries, insurance, software — costs that don’t change with sales volume
Materials, packaging, shipping, direct labour — costs per unit produced
The price you charge each customer per unit sold
Break-even units
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Break-even revenue
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Contribution margin
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CM ratio
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📊 Break-even chart — revenue vs total cost · 🎯 Break-even intersection

This chart plots two lines against units sold: total revenue, which is selling price multiplied by units, and total cost, which is fixed costs plus variable cost multiplied by units. The two lines cross at the break-even point shown in the results above. To the left of that point the cost line sits above the revenue line, meaning a loss. To the right, revenue sits above cost, meaning a profit.

💡 Business insights:
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⚠️ Note: This calculator uses simplified break-even analysis based on standard accounting formulas. Real-world break-even may differ due to product mix, stepped fixed costs, and other factors. Consult an accountant for detailed business financial planning.

Break-Even Point Calculator: Find Your Profit Threshold

Every business — from a solo freelancer to a manufacturing firm — has a break-even point: the exact sales volume where revenue equals total costs and profit is zero. Below that point, you’re losing money. Above it, every additional unit sold generates pure profit. Knowing your break-even point is arguably the most fundamental piece of business intelligence available, and this free break-even calculator gives you the answer in seconds.

This tool goes beyond the basic formula. It calculates your contribution margin, contribution margin ratio, break-even revenue, and a profit/loss scenario for any sales volume you choose — all visualised in a live chart showing the exact intersection where you cross from loss into profit.

Quick answer: Break-even point (units) = Fixed Costs ÷ (Selling Price − Variable Cost per Unit). If you have S$25,000 in fixed costs, sell at S$35/unit, and your variable cost is S$15/unit, your contribution margin is S$20 and your break-even is 25,000 ÷ 20 = 1,250 units. Enter your numbers above for your instant result.

What Is the Break-Even Point?

The break-even point is the level of sales at which total revenue equals total costs — producing neither profit nor loss. It is the minimum sales threshold that must be reached before a business begins generating profit. Any sales volume below break-even results in a loss; any volume above break-even generates profit proportional to the contribution margin per unit.

Break-even analysis is a core tool in:

  • Startup planning: How many units must I sell to justify launching this business?
  • Pricing decisions: If I lower my price by 10%, how many more units do I need to sell?
  • Cost management: If I negotiate lower rent, how much does my break-even change?
  • New product launches: Is the projected demand enough to reach break-even?
  • Investment decisions: At what sales level does this new machine pay for itself?

The U.S. Small Business Administration lists break-even analysis as a standard part of a business plan submitted for loans or outside investment, since it gives lenders and investors a concrete, defensible sales target rather than an optimistic guess.

How to Calculate Break-Even Point: The Formula Explained

The break-even point formula flows from two simpler concepts: contribution margin and the relationship between fixed costs and unit economics.

Break-Even Units = Fixed Costs ÷ Contribution Margin per Unit
Contribution Margin = Selling Price − Variable Cost per Unit
Break-Even Revenue = Break-Even Units × Selling Price

Or equivalently: Break-Even Revenue = Fixed Costs ÷ Contribution Margin Ratio
where CM Ratio = Contribution Margin ÷ Selling Price

The logic is elegant: the contribution margin is the amount each unit sold “contributes” toward covering fixed costs. Once total contributions equal total fixed costs, you’ve broken even. Every unit sold beyond break-even contributes pure profit.

What the Break-Even Formula Actually Measures

The formula measures a single threshold: the sales volume where money coming in from revenue exactly equals money going out through costs. It doesn’t tell you how to grow, how to price against competitors, or how to win customers. It tells you the floor beneath your business, the point you need to clear before any sale actually adds to your bottom line.

Each variable in the formula has a specific meaning and unit of measurement:

  • Fixed Costs: the total cost, in currency, that stays the same for the period regardless of how many units you sell.
  • Selling Price: the amount, in currency per unit, that a customer pays for one unit of your product or service.
  • Variable Cost per Unit: the amount, in currency per unit, it costs you to produce or deliver one additional unit.
  • Contribution Margin: Selling Price minus Variable Cost per Unit, in currency per unit. This is what’s left from each sale after variable costs, and it’s the figure that pays down your fixed costs.
  • Break-Even Point (units): Fixed Costs divided by Contribution Margin, expressed as a count of units, customers, or billable hours, depending on your business.

Read the result as a target, not a forecast. If your break-even point is 1,250 units a month, that’s the number you need to sell just to cover costs. It says nothing about whether 1,250 units is realistic for your market; it only tells you what the accounting requires.

Assumptions built into this formula: the calculation assumes a single product or a constant mix of products, a selling price that doesn’t change with volume, variable costs that scale in a straight line with each unit, and fixed costs that genuinely stay fixed across the period you’re analysing. Most small businesses fit these assumptions closely enough for planning purposes. A business with steep volume discounts, several very different products, or fixed costs that jump at certain thresholds (moving into a bigger space once you outgrow the current one, for example) will need to adjust the model or run it separately for each cost tier.

Step-by-Step Walkthrough

Step 1: Identify the inputs

You need three numbers: fixed costs for the period, your selling price per unit, and your variable cost per unit. For this walkthrough we’ll use the same figures already loaded into the calculator above: S$25,000 in monthly fixed costs, a selling price of S$35, and a variable cost of S$15 per unit.

Step 2: Apply the formula

First calculate contribution margin: S$35 − S$15 = S$20. Then insert it into the break-even formula: Break-Even Units = S$25,000 ÷ S$20.

Step 3: Perform the calculation

S$25,000 ÷ S$20 = 1,250. That’s the break-even point in units. To find break-even revenue, multiply by the selling price: 1,250 × S$35 = S$43,750.

Step 4: Interpret the result

This business needs to sell 1,250 units, generating S$43,750 in revenue, before it earns a single dollar of profit. Sell 1,249 units and the business is still operating at a small loss. Sell 1,251 and every unit past that point contributes S$20 straight to profit, since fixed costs are already covered.

3 Real-Life Break-Even Examples

Example 1: Retail Product

A Singaporean retailer sells handcrafted goods:

  • Fixed costs: S$8,000/month (rent, salaries, insurance)
  • Variable cost per unit: S$12 (materials, packaging)
  • Selling price: S$30
  • Contribution margin: S$30 − S$12 = S$18
  • Break-even: S$8,000 ÷ S$18 = 445 units/month
  • Break-even revenue: 445 × S$30 = S$13,350/month

What it means: this retailer needs roughly 15 sales a day (445 ÷ 30 days) to cover costs. Past that daily average, each additional piece sold contributes S$18 straight to profit.

Example 2: SaaS Business

A B2B software startup:

  • Fixed costs: US$50,000/month (team, servers, office)
  • Variable cost per customer: US$20/month (support, infrastructure)
  • Monthly subscription price: US$120
  • Contribution margin: US$120 − US$20 = US$100
  • Break-even: US$50,000 ÷ US$100 = 500 customers

What it means: the founders need 500 paying customers before the business turns a profit. Because the contribution margin is high (over 80%), each customer past 500 adds nearly US$100 straight to the bottom line, which is typical for software businesses with low delivery cost per user.

Example 3: Manufacturing

A small manufacturer:

  • Fixed costs: S$120,000/year
  • Variable cost per unit: S$45
  • Selling price: S$80
  • Contribution margin: S$35
  • Break-even: S$120,000 ÷ S$35 = 3,429 units/year (~286/month, ~66/week)

What it means: production needs to average about 66 units a week across the year to break even. A slow quarter can be offset by a stronger one later, but the annual total still needs to clear 3,429 units for the year as a whole to be profitable.

What Is Contribution Margin?

The contribution margin (CM) is one of the most important numbers in business finance. It represents how much revenue from each unit sold is available to cover fixed costs and generate profit, after variable costs have been deducted.

Contribution Margin = Selling Price − Variable Cost per Unit
Contribution Margin Ratio = (Selling Price − Variable Cost) ÷ Selling Price × 100%

Example: Price = S$100, Variable cost = S$40
CM = S$60 | CM Ratio = 60%
Meaning: 60 cents of every dollar of revenue is available for fixed costs and profit.

The CM ratio is particularly useful for comparing product profitability when products have different price points. A product with a 70% CM ratio contributes significantly more per revenue dollar than one with a 30% ratio — even if the absolute contribution margin is similar.

How Pricing Affects Break-Even

Pricing has a non-linear relationship with break-even — small price changes can dramatically shift your break-even point:

Selling priceVariable costCMFixed costsBreak-even units
S$30S$15S$15S$25,0001,667
S$33 (+10%)S$15S$18S$25,0001,389
S$35S$15S$20S$25,0001,250
S$40 (+14%)S$15S$25S$25,0001,000
S$50 (+43%)S$15S$35S$25,000715

A 10% price increase reduces break-even by ~17% in this example. This is why pricing strategy is one of the highest-leverage tools in business finance — and why break-even analysis should always accompany any pricing decision.

Fixed vs Variable Costs Explained

The distinction between fixed and variable costs is fundamental to break-even analysis:

Fixed Costs

Fixed costs remain constant regardless of how many units you produce or sell. They are the “overhead” of being in business:

  • Rent and property costs
  • Salaries of permanent staff
  • Insurance premiums
  • Software subscriptions and licences
  • Loan repayments
  • Depreciation of equipment

Fixed costs are dangerous because they apply even when you sell nothing — a business with high fixed costs and low sales can quickly accumulate large losses.

Many of these same costs, including rent, salaries, and insurance premiums, may also qualify as deductible business expenses. The IRS’s guidance on deducting business expenses explains which costs generally qualify and how to document them.

Variable Costs

Variable costs scale directly with production or sales volume:

  • Raw materials and components
  • Packaging and shipping per unit
  • Sales commissions per sale
  • Payment processing fees (% of revenue)
  • Direct labour for production workers paid per unit

A business with very low variable costs relative to price has a high contribution margin — it can absorb more fixed costs and reach break-even at lower volumes. This is why software (near-zero variable cost per additional user) is so attractive as a business model.

If direct labour makes up a meaningful share of your variable cost per unit, the U.S. Bureau of Labor Statistics publishes wage and compensation data by industry and occupation, useful for checking whether your labour cost assumptions are realistic for your sector.

How to Lower Your Break-Even Point

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Raise your selling price

The most direct lever. A 10% price increase often reduces break-even by 15–25%. Test price sensitivity — if demand doesn’t drop significantly, a higher price dramatically improves your unit economics.

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Reduce fixed costs

Negotiate rent, switch to remote work, reduce subscription overlap, or defer non-essential hires. Every S$1,000 of fixed cost reduction reduces break-even by 1,000 ÷ CM units.

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Cut variable costs

Negotiate with suppliers, switch to cheaper materials without quality loss, optimise shipping, or automate labour-intensive processes. Lower variable costs increase contribution margin directly.

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Improve product mix

Focus marketing and sales efforts on high-margin products. If you sell multiple products, the overall break-even is lower when a higher proportion of sales come from high-CM products.

Break-Even Analysis for Small Businesses

For small business owners, break-even analysis provides three critical decision-making inputs:

  1. Viability check: Is your break-even volume achievable given your market size and competition? If your break-even requires capturing 40% of an established market, the business model needs rethinking.
  2. Cash flow planning: Knowing exactly how many units or customers you need to cover costs allows precise cash flow planning — especially in the early months before reaching break-even.
  3. Hiring and expansion decisions: Adding a new employee (fixed cost) raises your break-even. The new hire should generate enough additional contribution margin to more than cover their cost — run the analysis before hiring.

Important Notes on This Calculator

A few practical points worth knowing before you rely on these numbers for a real decision.

  • Estimates, not guarantees. This tool models break-even under tidy conditions: constant price, constant variable cost per unit, and fixed costs that don’t shift during the period. Real businesses rarely stay this consistent for long, so treat the output as a planning estimate rather than a locked-in target.
  • Rounding. Break-even units are rounded up to the next whole unit, since you can’t sell a fraction of a product. Your true break-even revenue may be very slightly higher than units multiplied by price as a result.
  • Taxes are not included. The formula works at the operating profit level, before income tax. If you need the revenue required to hit a specific after-tax profit target, you’ll need to gross up that target for tax separately.
  • Currency and region. The calculator supports several currencies for convenience, but it doesn’t convert between them or adjust for regional cost differences, tax rules, or accounting standards. Figures you enter should already reflect your own local currency and local costs.
  • Costs change over time. If you’re using this for a multi-year projection, remember that fixed costs, variable costs, and prices rarely stay flat for several years running. Revisit the numbers at least annually, or whenever a major cost changes.
  • When to bring in a professional. For funding applications, complex cost structures, multiple product lines, or anything going into a formal business plan or investor pitch, have an accountant or business advisor review your assumptions. This calculator is a starting point for your own analysis, not a substitute for professional advice.

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Frequently Asked Questions

What is break-even point?
The break-even point is the level of sales at which total revenue exactly equals total costs, resulting in zero profit or loss. Below break-even, the business operates at a loss; above it, the business generates profit. It is expressed either in units (how many items must be sold) or in revenue (how much income must be generated). The break-even point formula is: Fixed Costs ÷ (Selling Price − Variable Cost per Unit).
How do I calculate the break-even point?
Calculate your break-even in three steps: (1) Determine your fixed costs — all costs that stay constant regardless of sales volume; (2) Calculate your contribution margin per unit — Selling Price minus Variable Cost per Unit; (3) Divide fixed costs by the contribution margin. For example: S$30,000 fixed costs, S$50 selling price, S$20 variable cost → Contribution margin = S$30 → Break-even = S$30,000 ÷ S$30 = 1,000 units. This calculator performs all three steps automatically.
What is contribution margin?
Contribution margin is the amount each unit sold contributes toward covering fixed costs, after paying variable costs. It equals Selling Price minus Variable Cost per Unit. If you sell at S$50 and your variable cost is S$20, your contribution margin is S$30 — meaning each sale contributes S$30 toward your fixed costs and eventually profit. The contribution margin ratio (CM ÷ Selling Price × 100) shows what percentage of each revenue dollar is available for fixed costs and profit.
What is a good contribution margin?
There is no universal “good” contribution margin — it varies by industry. Software businesses often achieve 70–90% CM (near-zero variable costs). Retail typically achieves 30–50%. Manufacturing 20–40%. Restaurants 55–75%. What matters is that your contribution margin ratio is high enough that achievable sales volumes can cover fixed costs and generate sufficient profit. Compare your CM ratio to industry benchmarks and calculate whether your break-even volume is realistically achievable in your market.
What is the difference between break-even in units vs revenue?
Break-even in units tells you how many items you need to sell. Break-even revenue tells you how much total income you need to generate. They express the same threshold differently: Break-even revenue = Break-even units × Selling price. Alternatively, Break-even revenue = Fixed costs ÷ CM ratio. Revenue-based break-even is particularly useful for service businesses or when you sell multiple products at different price points — it aggregates everything into a single revenue target.
Can break-even analysis help with pricing decisions?
Yes — break-even analysis is one of the most powerful tools for evaluating pricing decisions. By running the calculator at different price points, you can see exactly how many fewer (or more) units you need to sell to cover costs. This allows you to quantify the tradeoff between price and volume. For example: a 15% price increase might require 10% fewer customers — if your market is price-inelastic enough, the higher price produces the same or higher profit with less operational burden.
What is a margin of safety?
The margin of safety is the difference between your actual (or projected) sales and your break-even sales — expressed in units, revenue, or as a percentage. It tells you how much sales can decline before you start losing money. Margin of safety (%) = (Actual sales − Break-even sales) ÷ Actual sales × 100. A 30% margin of safety means sales can fall by 30% before you hit break-even. High margins of safety indicate a more resilient business; low margins mean you’re operating close to the edge and are vulnerable to sales volatility.
How does break-even analysis work for a service business?
For service businesses, the “unit” is typically a service hour, a client, or a project. Fixed costs include staff salaries, rent, software, and overhead. Variable costs include project-specific expenses, contract labour, and supplies. The selling price is your hourly rate or project fee. For example: a consulting firm with S$20,000/month fixed costs, S$30/hour variable cost (contractor help), and S$150/hour billing rate has a contribution margin of S$120/hour and needs 167 billable hours/month to break even.
What are the limitations of break-even analysis?
Break-even analysis makes several simplifying assumptions: (1) a single product or constant product mix; (2) a linear relationship between sales volume and costs (no bulk discounts or step-fixed costs); (3) all production is sold (no inventory changes); (4) fixed costs remain truly constant throughout the analysis period; and (5) a constant selling price regardless of volume. For businesses with multiple products, complex cost structures, or significant economies of scale, break-even analysis should be supplemented with more detailed financial modelling.

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