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Break-Even Calculator — Free (2026)

Calculate your break-even point for an Indian business from fixed costs, price, and variable cost per unit to find the exact sales volume that turns a profit.

ByEditorial Team, Personal Finance Updated Jun 7, 20262026 verified Methodology

Break-Even Analysis

₹5.00 Lakh
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₹
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Break-Even Results

Contribution Margin

₹500

Per unit

Break-Even Units

1,000

Break-Even Revenue

₹10,00,000

Margin of Safety

50

%

About this calculator

Understanding Break-Even Analysis

Break-Even Analysis is a crucial business tool that determines the minimum sales volume needed to cover all costs and start making profit.

Our Break-Even Calculator helps you identify your break-even point, understand your business economics, and plan pricing strategies.

What is Break-Even Point?

Break-Even Point (BEP) is the sales volume where: Total Revenue = Total Costs

At this point, the business has neither profit nor loss.

Formula: Break-Even Point (Units) = Fixed Costs / Contribution Margin per Unit

Formula: Break-Even Point (Revenue) = Fixed Costs / Contribution Margin Ratio

Cost Components

1. Fixed Costs: Costs that don't change with production volume:

  • Rent
  • Salaries
  • Insurance
  • Depreciation
  • Utilities (base)

2. Variable Costs: Costs that increase with production:

  • Raw materials
  • Direct labor
  • Packaging
  • Commission

3. Contribution Margin: Amount available after variable costs to cover fixed costs: CM = Selling Price - Variable Cost per Unit

Break-Even Calculation Example

ABC Manufacturing - Online Business

Data:

  • Selling Price per Unit: ₹1,000
  • Variable Cost per Unit: ₹400
  • Fixed Costs per Month: ₹1,20,000

Calculation:

  • Contribution Margin = ₹1,000 - ₹400 = ₹600
  • Break-Even Units = ₹1,20,000 / ₹600 = 200 units/month
  • Break-Even Revenue = 200 × ₹1,000 = ₹2,00,000/month

Interpretation: The company must sell 200 units or generate ₹2,00,000 in revenue monthly to break even.

Break-Even in Different Scenarios

Impact of Price Changes: If price increases to ₹1,200:

  • New CM = ₹1,200 - ₹400 = ₹800
  • New BEP = ₹1,20,000 / ₹800 = 150 units

Price increase reduced BEP by 25%!

Impact of Cost Reduction: If variable cost reduces to ₹300:

  • New CM = ₹1,000 - ₹300 = ₹700
  • New BEP = ₹1,20,000 / ₹700 = 172 units

Margin of Safety

Shows how much sales can drop before hitting break-even:

Formula: Margin of Safety = (Budgeted Sales - Break-Even Sales) / Budgeted Sales × 100

Example: If budgeted sales are 400 units: MS = (400 - 200) / 400 × 100 = 50%

(Sales can drop by 50% before breaking even)

Break-Even for Multi-Product Businesses

When selling multiple products:

Weighted Average Contribution Margin: Consider each product's contribution and sales mix

Example (Company selling 2 products):

Product Units Price VC CM Sales Mix %
A 300 ₹500 ₹200 ₹300 60%
B 200 ₹800 ₹400 ₹400 40%

Weighted Avg CM = (300 × ₹300) + (200 × ₹400) / 500 = ₹340/unit

Break-Even Units = ₹1,20,000 / ₹340 = 353 units

Break-Even Applications

1. Pricing Decisions: Set minimum price to ensure positive contribution margin

2. Cost Control: Identify which fixed costs to reduce for lower BEP

3. Investment Decisions: Evaluate if projected sales exceed break-even

4. Business Risk Assessment: Higher BEP = higher risk (need more sales to survive)

5. Profit Planning: Units needed to achieve target profit = (Fixed Costs + Target Profit) / CM

Break-Even Chart Visualization

          ↑
          │         Profit Area
Revenue   │      /  (Revenue > Total Cost)
& Cost    │    /
          │  /
    TC ──┼─────────  (Total Cost Line)
          │/
  BEP ───┤--------  (Break-Even Point)
          │ \
          │  \
          │   \    Loss Area
          │    \   (Revenue < Total Cost)
      TR ─┤─────\──  (Revenue Line)
          │      \
          └────────────────→
          0     Units

Step-by-Step Break-Even Analysis Process

Step 1: Identify Your Costs

Fixed Costs (don't change with production):

  • Rent for office/factory: ₹50,000/month
  • Salaries: ₹2,00,000/month
  • Equipment depreciation: ₹25,000/month
  • Insurance: ₹10,000/month
  • Total Fixed Costs: ₹2,85,000/month

Step 2: Calculate Variable Costs Per Unit

If producing 1,000 units/month:

  • Raw materials: ₹200/unit
  • Labor per unit: ₹50/unit
  • Packaging: ₹30/unit
  • Total Variable Cost: ₹280/unit

Step 3: Determine Selling Price

Market research shows optimal selling price: ₹500/unit Contribution Margin = ₹500 - ₹280 = ₹220/unit

Step 4: Calculate Break-Even Point

Break-Even Units = Fixed Costs ÷ Contribution Margin Break-Even Units = ₹2,85,000 ÷ ₹220 = 1,295 units/month

Break-Even Sales = 1,295 units × ₹500 = ₹6,47,500/month

Margin of Safety Analysis

Once you know break-even, calculate your safety margin:

If you expect to sell 1,500 units/month:

  • Margin of Safety = (Expected Sales - Break-Even) ÷ Expected Sales
  • Margin of Safety = (1,500 - 1,295) ÷ 1,500 = 13.7%

This means sales can drop by 13.7% before you start losing money.

Using Break-Even for Decision Making

Should You Start This Business?

  • Break-even: 1,295 units/month
  • Market potential: 2,000-2,500 units/month
  • Current capacity: 1,800 units/month
  • Margin of safety: 13.7%

Decision: Business is viable but has tight margins. Any market decline increases risk.

Product Pricing Strategy:

  • At ₹450/unit: Break-even = 1,583 units (tighter margin)
  • At ₹550/unit: Break-even = 1,075 units (safer margin)
  • At ₹600/unit: Break-even = 854 units (very safe)

Sensitivity Analysis

Test different scenarios:

Scenario 1: Raw material costs increase to ₹250/unit

  • New variable cost: ₹330/unit
  • New contribution margin: ₹170/unit
  • New break-even: 1,676 units (higher risk)

Scenario 2: Selling price increases to ₹550/unit

  • New contribution margin: ₹270/unit
  • New break-even: 1,056 units (lower risk)

Scenario 3: Fixed costs increase to ₹3,50,000

  • New break-even: 1,591 units (higher break-even point)

Real Business Example: Bakery Break-Even

Bakery Business Setup:

Fixed Costs Monthly:

  • Rent: ₹30,000
  • Staff salary: ₹60,000
  • Utilities: ₹5,000
  • License/permits: ₹5,000
  • Equipment depreciation: ₹10,000
  • Total Fixed: ₹1,10,000

Variable Costs Per Unit (Per item):

  • Flour, sugar, eggs, etc: ₹30
  • Packaging: ₹5
  • Labor for making: ₹10
  • Total Variable: ₹45/item

Selling Price: ₹100/item Contribution Margin: ₹100 - ₹45 = ₹55/item

Break-Even Calculation: Break-even units = ₹1,10,000 ÷ ₹55 = 2,000 items/month Break-even revenue = 2,000 × ₹100 = ₹2,00,000/month

What This Means:

  • Must sell 2,000 items monthly to break even
  • Below 2,000 items: Losing money
  • Above 2,000 items: Making profit
  • Daily requirement: ~67 items/day (20 business days)

Profit Scenarios:

Conservative (2,500 items/month):

  • Profit = (2,500 - 2,000) × ₹55 = ₹27,500/month

Optimistic (3,500 items/month):

  • Profit = (3,500 - 2,000) × ₹55 = ₹82,500/month

Sensitivity Analysis:

If flour price increases (variable cost up to ₹50):

  • New variable cost: ₹60/item
  • New margin: ₹40/item
  • New break-even: 2,750 items (27.5% higher)
  • Risk increases significantly

If can increase price to ₹120:

  • New margin: ₹75/item
  • New break-even: 1,467 items (27% lower)
  • More safe, need fewer sales

Frequently Asked Questions

Can a business operate below break-even for a long time?

No, a business can only sustain losses temporarily (using reserves or external funding). Long-term operation below BEP leads to closure.

What's a healthy break-even margin of safety?

A margin of safety of 20-30% or higher is considered healthy. Below 10% is risky - small sales decrease leads to losses.

How does break-even change with business growth?

As business grows, fixed costs may increase (larger office, more staff), raising BEP. Variable costs may decrease (bulk discounts), lowering BEP. Net effect varies.

Is break-even the same as profitability?

No. Break-even = zero profit. Profitable = revenue exceeds break-even. BEP is a milestone, not the goal.

Can break-even point be negative?

Only if CM is negative (variable cost > price), which is unsustainable. This signals need for immediate price increase or cost reduction.

How does seasonality affect break-even analysis?

Seasonal businesses need higher average sales to cover low-season losses. Calculate break-even for peak and lean seasons separately.

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Disclaimer

This calculator is provided for informational purposes only. It is not financial, investment, tax, or professional advice. Results are estimates based on the assumptions and inputs you provide. Always consult with a qualified financial advisor or tax professional before making any financial decisions. Past performance is not a guarantee of future results.

Sources & References

The figures, formulas, and guidance behind this Break-Even Analysis Calculator draw on authoritative primary sources. For verification and further reading:

Frequently Asked Questions

What is the break-even point and how is it calculated?

The break-even point (BEP) is the sales volume at which total revenue exactly equals total costs — meaning zero profit and zero loss. It is calculated as: BEP (units) = Fixed Costs ÷ (Selling Price per Unit − Variable Cost per Unit). The denominator is the contribution margin per unit. Enter your fixed costs, selling price, and variable cost per unit into the calculator to get the result instantly.

What is the difference between fixed costs and variable costs?

Fixed costs remain constant regardless of how many units you produce or sell — examples include rent, salaries, insurance, and loan repayments. Variable costs change in direct proportion to output — such as raw materials, packaging, and sales commissions. Correctly classifying your costs is essential for an accurate break-even analysis.

Can this calculator show the break-even point in revenue, not just units?

Yes. The break-even revenue is calculated as: BEP (revenue) = Fixed Costs ÷ Contribution Margin Ratio, where Contribution Margin Ratio = (Selling Price − Variable Cost) ÷ Selling Price. This is useful when you sell multiple products or when units are not a natural measure of your business output.

How can I use break-even analysis to set my pricing?

If your current selling price results in a break-even point that requires more units than you can realistically sell, you may need to raise the price, reduce variable costs, or cut fixed costs. The calculator lets you experiment with different price and cost scenarios to find a viable combination before committing to a pricing strategy.

What are the limitations of break-even analysis?

Break-even analysis assumes a constant selling price, constant variable cost per unit, and that all units produced are sold — conditions that may not hold in practice. It also does not account for seasonal demand, economies of scale, or the time value of money. Use it as a planning guide alongside cash flow projections and market research for a complete picture.

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