Markup Calculator | Profit & Selling Price
Calculate markup percentage, selling price, and profit margin from cost and revenue.
What Is the Markup Calculator | Profit & Selling Price?
The Markup Calculator is a four-mode pricing tool that solves every combination of cost, selling price, markup, margin, and profit. Unlike basic markup calculators, it lets you work backwards from a desired margin or target profit, essential for retailers, e-commerce sellers, manufacturers, and service businesses.
- ›Cost + Sell → Markup & Margin: enter both prices and instantly get markup %, profit margin %, and profit amount.
- ›Cost + Markup% → Selling Price: set a desired markup percentage to compute the selling price and resulting margin.
- ›Sell + Margin% → Cost Price: work backwards from a target margin and selling price to find the maximum allowable cost.
- ›Cost + Target Profit → Price: set a fixed profit amount and let the calculator determine selling price, markup %, and margin %.
- ›Currency selector: choose from $, €, £, ¥, ₹, A$, or C$ for localised output.
- ›Full breakdown: every result shows all five metrics plus the markup-to-margin ratio for quick cross-checking.
Formula
| Formula | Solves for | Inputs needed |
|---|---|---|
| Markup % = (S − C) / C × 100 | Markup percentage | Cost + Selling price |
| Margin % = (S − C) / S × 100 | Profit margin | Cost + Selling price |
| S = C × (1 + Markup% / 100) | Selling price | Cost + Markup % |
| C = S × (1 − Margin% / 100) | Cost price | Selling price + Margin % |
| S = C + Profit | Selling price | Cost + Target profit |
How to Use
- 1Select a calculation mode using the tabs at the top: pick the mode that matches the values you already know.
- 2Choose your currency symbol from the dropdown (optional, for display only).
- 3Enter the known values in the input fields. Only the fields relevant to the selected mode appear.
- 4Press Calculate (or Enter) to see results instantly.
- 5Read the four metric cards at the top of the result: Markup %, Profit Margin %, Profit Amount, and the computed price.
- 6Check the Full Breakdown table for all five metrics plus the markup-to-margin ratio.
- 7Read the plain-language interpretation below the table to confirm the result makes sense.
Example Calculation
Example 1, Cost + Sell (retail product)
Example 2, Cost + Markup% (wholesale pricing)
Example 3, Sell + Margin% (reverse pricing)
Key insight: markup is always greater than margin
Understanding Markup | Profit & Selling Price
Markup vs Profit Margin, The Critical Difference
Markup and profit margin both measure profitability, but they use a different denominator. Markup divides profit by cost; margin divides profit by revenue. Since revenue is always higher than cost (for a profitable product), the same profit amount produces a higher markup % than margin %.
- ›Cost $50, Sell $75 → Markup = $25/$50 = 50% | Margin = $25/$75 = 33.33%
- ›Cost $100, Sell $200 → Markup = 100% | Margin = 50%
- ›Cost $10, Sell $11 → Markup = 10% | Margin = 9.09%
The confusion between markup and margin is one of the most common pricing errors in business. Quoting a "50% margin" when you mean a 50% markup means you actually achieve only a 33% margin, significantly less profit than intended. Always clarify which metric you are using when communicating with suppliers, buyers, or accountants.
Converting Between Markup and Margin
The two metrics are mathematically linked. Given one, you can derive the other:
- ›Margin to Markup: Markup % = Margin % ÷ (1 − Margin%/100) × 100
- ›Markup to Margin: Margin % = Markup % ÷ (1 + Markup%/100) × 100
- ›33.33% margin → 50% markup | 50% margin → 100% markup | 66.67% margin → 200% markup
Typical Markup Ranges by Industry
- ›Grocery / FMCG: 5–20% markup. Razor-thin margins driven by volume and competition.
- ›Apparel / fashion: 100–300% markup. High markdowns and seasonality require large initial margins.
- ›Electronics: 15–40% markup. Moderate margins offset by rapid obsolescence.
- ›Restaurants: 200–500% markup on food costs. High labour and overhead justify it.
- ›Software / SaaS: 70–90% gross margin. Near-zero marginal cost drives extremely high margins.
- ›Jewellery: 100–400% markup. Perceived value and brand command premium pricing.
Strategic Pricing Considerations
Markup alone does not determine profitability, overhead costs (rent, payroll, utilities, marketing) must be absorbed by gross margin. A 40% gross margin with 35% overhead leaves only 5% net profit. Understanding the relationship between gross margin, overhead rate, and net margin is essential for sustainable pricing.
- ›Use cost-plus pricing (markup method) when costs are stable and predictable, manufacturing, wholesale.
- ›Use value-based pricing (set margin from what the market will bear) for differentiated products or services.
- ›Use competitive pricing (set price first, then back-calculate acceptable cost) for commoditised markets.
- ›Always model the impact of discounts: a 10% discount on a 30% margin product wipes out one-third of your margin.
Frequently Asked Questions
What is the difference between markup and profit margin?
Both measure profit, but they use a different base:
- ›Markup % = Profit ÷ Cost × 100, how much you added to the cost
- ›Margin % = Profit ÷ Revenue × 100, what percentage of revenue is profit
For a product that costs $50 and sells for $75, the profit is $25. Markup = $25/$50 = 50%. Margin = $25/$75 = 33.33%. The same profit gives a higher markup because cost is a smaller number than revenue. Markup is always higher than margin for the same product, and they are only equal at 0% (no profit).
How do I find the selling price from cost and markup?
Use the formula: Selling Price = Cost × (1 + Markup% ÷ 100)
- ›50% markup on $80 cost: $80 × 1.50 = $120
- ›100% markup on $45 cost: $45 × 2.00 = $90
- ›25% markup on $200 cost: $200 × 1.25 = $250
Use the "Cost + Markup% → Selling Price" mode in this calculator and it computes the result instantly along with the resulting margin % and profit amount.
Can markup exceed 100%, and what does that mean?
Yes, markup can and regularly does exceed 100%. A 100% markup means you doubled the cost, profit equals cost. A 200% markup means the selling price is three times the cost.
- ›100% markup: cost $50, sell $100, profit $50
- ›200% markup: cost $50, sell $150, profit $100
- ›500% markup: cost $20, sell $120, profit $100, common in restaurants for drinks
Margin, however, can never reach 100% (that would require zero cost). As markup approaches infinity, margin approaches 100%. At 100% markup, margin is exactly 50%.
How do I find the cost price if I know the selling price and margin?
Use the formula: Cost = Selling Price × (1 − Margin% ÷ 100)
- ›Selling $150 at 40% margin: cost = $150 × 0.60 = $90
- ›Selling $500 at 25% margin: cost = $500 × 0.75 = $375
This is the "Sell + Margin% → Cost Price" mode, useful when you are setting a retail price and need to know the maximum allowable cost to achieve your target margin. Retailers and buyers use this to evaluate supplier quotes.
How does discounting affect margin?
Discounting has a non-linear impact on margin because cost stays fixed while revenue falls. If you discount a product to drive volume, the margin deteriorates faster than the discount percentage suggests.
- ›Original: cost $60, sell $100 → 40% margin. Apply 10% discount: sell $90 → margin = $30/$90 = 33.3% (margin dropped 6.7 points for a 10% discount).
- ›Apply 20% discount: sell $80 → margin = $20/$80 = 25% (margin halved for a 20% price cut).
- ›Apply 40% discount: sell $60 → margin = 0% (just covering cost).
This is why deep discounting quickly destroys profitability for products with modest margins. Always recalculate margin after any pricing change.
What is a healthy profit margin for a retail business?
There is no universal target, margin benchmarks vary widely by industry. Gross margin is the top-line measure (before overhead); net margin is after all operating expenses.
- ›Grocery retail: 2–5% net margin (extremely competitive, high volume)
- ›Apparel retail: 5–15% net margin (significant markdown risk)
- ›Electronics retail: 3–8% net margin
- ›Specialty retail (outdoor, sporting goods): 8–15%
- ›Online / DTC brands: 10–25%+ gross margin after COGS
A sustainable business needs gross margin sufficient to cover overhead and leave net margin above zero. If your gross margin is 30% and overhead consumes 28%, you have very little buffer for discounts, returns, or unexpected costs.
How do I convert a margin percentage to a markup percentage?
The conversion formulas are:
- ›Markup% = Margin% ÷ (1 − Margin%/100) × 100
- ›Margin% = Markup% ÷ (1 + Markup%/100) × 100
Some common conversions to memorise:
- ›20% margin → 25% markup
- ›25% margin → 33.33% markup
- ›33.33% margin → 50% markup
- ›50% margin → 100% markup
- ›66.67% margin → 200% markup
This calculator shows both metrics simultaneously for any input combination, no manual conversion needed.