Markup Calculator

How to Use This Markup Calculator

This markup calculator instantly converts cost and markup percentage into selling price, gross profit, and profit margin. Enter your cost (what you paid or what it costs to produce) and your desired markup percentage. The calculator instantly shows the selling price, gross profit, profit margin percentage, and revenue. All results update as you type. Use the Share button to copy a shareable link — useful for presenting pricing options or comparing scenarios.

Note the Profit Margin result: this is always lower than your markup percentage because margin is calculated as a percentage of revenue, not cost. This distinction matters when reporting to investors, setting targets with partners, or comparing your profitability to industry benchmarks.

How Markup Is Calculated

The markup formulas used by this calculator:

• Selling Price = Cost × (1 + Markup % ÷ 100)
• Gross Profit = Selling Price − Cost
• Profit Margin % = (Gross Profit ÷ Selling Price) × 100
• Revenue = Selling Price (same as selling price for a single unit)

Example: a product costing $60 with a 50% markup sells for $90. Gross profit is $30. Profit margin = $30 ÷ $90 = 33.33%. The markup is 50% but the margin is only 33.3% — this gap is the source of most pricing confusion.

Markup vs. Margin — The Key Difference

Markup and margin both express profit as a percentage — but the denominator is different, which makes them very different numbers:

• Markup = Profit ÷ Cost. A $40 profit on a $100 cost = 40% markup.
• Margin = Profit ÷ Revenue. A $40 profit on $140 revenue = 28.6% margin.

A 100% markup (doubling the price) produces only a 50% margin. A 200% markup (tripling the price) yields a 66.7% margin. The two numbers converge as markup falls toward zero and diverge dramatically at high markups. Confusing them leads to systematic underpricing — a business that needs a 40% margin but prices using 40% markup will earn only 28.6% margin on every sale.

For businesses tracking profitability against competitors or industry benchmarks, use our profit percentage calculator to work from revenue-based figures.

Typical Markup Percentages by Industry

There is no universal "right" markup — it depends on industry norms, competitive positioning, and operating costs:

• Grocery / supermarket: 10–25% markup (2–5% net profit margin after overhead)
• Electronics: 5–25% markup (thin margins, high volume)
• Clothing / apparel: 50–100%+ markup (keystone and above)
• Restaurant food: 200–400%+ markup on food cost (after labor and overhead, net margins are typically 3–9%)
• Jewelry: 50–200% markup
• Home furnishings: 80–200% markup
• Software / SaaS: Effectively unlimited (zero marginal cost per user)
• Professional services: 50–300% on labor cost (billed hours vs. salary cost)

High markups do not automatically mean high profitability. A restaurant with 300% food markup may still have a 5% net margin after paying rent, labor, and utilities. Always consider total operating costs, not just product cost, when setting prices.

How to Set Prices Using Markup

A common approach for product-based businesses is cost-plus pricing: calculate your total cost to produce or acquire an item (including direct labor, materials, and a proportional share of overhead), then apply a markup that covers remaining overhead and delivers your target profit.

Step-by-step example for a retail product:

1. Wholesale cost: $25
2. Target markup: 80% (industry norm for specialty retail)
3. Selling price: $25 × 1.80 = $45.00
4. Gross profit: $20.00
5. Gross margin: 44.4%
6. After 35% overhead allocation, net profit: ~$7.25 per unit (16.1% net margin)

Once you set your selling price, check how it compares to competitors. A price significantly above market requires a strong justification (brand, quality, exclusivity). A price significantly below market may indicate your markup is too low to be sustainable.

Converting Between Markup and Margin

If you need to convert between the two systems (for example, your business tracks margins but a supplier quotes markups):

• Markup to Margin: Margin = Markup ÷ (1 + Markup)
• Margin to Markup: Markup = Margin ÷ (1 − Margin)

Quick reference table (as decimal fractions):

• 25% markup → 20.0% margin
• 50% markup → 33.3% margin
• 75% markup → 42.9% margin
• 100% markup → 50.0% margin
• 150% markup → 60.0% margin
• 200% markup → 66.7% margin

For employees who earn based on sales, the markup directly affects how much revenue they generate relative to cost — see our commission calculator to model commission structures alongside markup decisions.

Markup in Service Businesses and Freelancing

Markup applies to services just as it does to products. A freelancer who pays a subcontractor $50/hour and bills the client $75/hour is applying a 50% markup (33.3% margin). A consulting firm that pays employees $40/hour and bills $160/hour is using a 300% markup. In service businesses, the "cost" is typically labor cost — salary, benefits, and employer taxes — plus a share of fixed overhead (office, software, insurance).

For freelancers and consultants, it is common to calculate a target effective hourly rate that accounts for non-billable time (admin, sales, vacation). If you work 1,600 billable hours out of a 2,080-hour year (77% utilization), your cost-per-billable-hour is 31% higher than your hourly wage — meaning you need a markup on top of your labor cost just to break even on overhead.

Financial Disclaimer

This calculator is for informational purposes only and is not financial or business advice. Markup, margin, and profit calculations shown are gross figures and do not account for operating expenses, taxes, overhead, or other costs of doing business. Consult a CPA or business advisor for pricing strategy and financial planning.