Calculate selling price from cost and markup percentage, reverse-find cost or markup, and instantly compare markup vs gross margin. Three modes: find selling price, find cost, or find markup — plus industry benchmark data.
Confirms standard markup formula: Markup% = (Selling Price - Cost) / Cost x 100. Distinguishes markup (cost-based) from gross margin (revenue-based). Used in GAAP financial reporting and standard pricing analysis.
Source for industry-level cost-price relationships used in the benchmark table. BLS producer price data informs typical markups across retail, manufacturing, and service industries.
Defines markup as the percentage of cost added to determine selling price. Confirms distinction from gross margin: markup uses cost as the base, margin uses revenue as the base. Used in the markup-to-margin conversion formulas.
Markup Calculator Guide: Formulas, Industry Benchmarks & Markup vs Margin
Pricing a product sounds simple until you realize most businesses confuse markup with margin — and that confusion quietly kills profit. If you price by saying "I want a 40% margin" but accidentally apply a 40% markup, you end up with a 28.6% margin instead. On a $100 cost item, that’s a $13 per unit gap. Across thousands of units, it’s a significant miss. This guide explains the formulas, the difference, and exactly when to use each.
The Core Markup Formula and How It Works
Markup is always a percentage of cost. That’s the single most important thing to remember. When you say a product has a 50% markup, you mean the profit is 50% of what it cost you to acquire or produce it. A shirt that costs $20 with a 50% markup sells for $30. The $10 profit is 50% of the $20 cost.
Markup and margin describe the same dollar amount of profit but as a percentage of different bases. Markup uses cost as the base. Margin uses selling price as the base. Because cost is always lower than selling price, markup percentages are always higher than the corresponding margin percentage for the same transaction.
Here’s where real-world mistakes happen: a sales team sets a floor of "minimum 30% margin" and a rep misunderstands this as "30% markup." On a $200 cost product: correct 30% margin = $286 selling price. Wrong 30% markup = $260 selling price. That’s $26 per unit left on the table — and the margin actually achieved is only 23%, not 30%.
💡 Quick rule: For the same product, markup is always a higher number than margin. A 50% markup is a 33.3% margin. A 100% markup (keystone pricing) is a 50% margin. If someone quotes you a margin and a markup that are the same percentage, one of them is wrong.
Industry Markup Benchmarks by Sector
Industry
Typical Markup %
Gross Margin %
Notes
Grocery / Supermarket
5–25%
4–20%
High volume, thin margins
Electronics (retail)
15–50%
13–33%
Competition keeps margins thin
Clothing / Fashion
100–250%
50–71%
Brand premium commands higher markup
Restaurant (food)
60–300%
37–75%
Beverages can exceed 500% markup
Jewelry
50–100%
33–50%
High-end brands often 200%+
Automotive (dealership)
5–10%
4–9%
Back-end finance & service adds margin
Software / SaaS
100–500%
50–83%
Low marginal cost = high markup potential
Wholesale / Distribution
15–30%
13–23%
Competitive market, volume-driven
Home Furniture
100–200%
50–67%
High overhead justifies strong markup
Consulting / Services
150–400%
60–80%
Overhead-heavy, time-based pricing
Benchmarks represent industry ranges. Actual markup depends on brand positioning, volume, overhead, and local competition. Sources: BLS industry data, Investopedia industry analysis.
Markup Multipliers: The Fastest Way to Price at Scale
When you’re pricing hundreds of products at once, typing a markup percentage every time is inefficient. That’s where the markup multiplier comes in. A multiplier is simply 1 + (Markup% / 100). For a 50% markup, the multiplier is 1.5. Multiply any cost by 1.5 and you get the selling price. Keystone pricing (100% markup) has a multiplier of 2.0 — which is why it’s so popular in retail: just double the cost.
Markup %
Multiplier
Gross Margin %
Example: $100 cost → Price
10%
1.10
9.1%
$110
25%
1.25
20.0%
$125
50%
1.50
33.3%
$150
75%
1.75
42.9%
$175
100% (keystone)
2.00
50.0%
$200
150%
2.50
60.0%
$250
200%
3.00
66.7%
$300
300%
4.00
75.0%
$400
✓ Formulas verified: Investopedia, AccountingTools, BLS — April 2026
Frequently Asked Questions
Selling Price = Cost × (1 + Markup% / 100). Markup% = (Selling Price − Cost) / Cost × 100. Example: $50 cost with 40% markup = $50 × 1.40 = $70 selling price. Gross profit = $20. Markup is always calculated as a percentage of cost, never of selling price.
Markup uses cost as its base: Markup% = Profit / Cost. Margin uses selling price as its base: Margin% = Profit / Selling Price. For the same transaction, markup is always a higher percentage than margin. A 50% markup equals a 33.3% gross margin. Confusing the two is one of the most costly pricing mistakes in business.
Selling Price = Cost × (1 + Markup% / 100). Examples: $100 cost at 25% markup = $125. $50 cost at 100% markup = $100. $200 cost at 15% markup = $230. You can also add the dollar markup directly: Dollar Markup = Cost × (Markup% / 100).
Markup% = (Selling Price − Cost) / Cost × 100. Example: Cost $30, Selling Price $45. Markup = ($45 − $30) / $30 × 100 = 50%. This is also how you analyze a competitor’s pricing if you know their cost base.
Margin% = Markup% / (1 + Markup%/100). Example: 50% markup → 50 / 1.50 = 33.3% margin. To go the other way: Markup% = Margin% / (1 − Margin%/100). Example: 30% margin → 30 / 0.70 = 42.9% markup.
Clothing: 100–250%. Electronics: 15–50%. Grocery: 5–25%. Jewelry: 50–100%. Restaurant food: 60–300%. Automotive: 5–10%. Software: 100–500%. The right markup depends on your overhead, competition, and required gross margin to stay profitable.
Markup% = Margin% / (1 − Margin%/100). To achieve a 50% margin, you need a 100% markup. For 40% margin: 40 / 0.60 = 66.7% markup. For 60% margin: 60 / 0.40 = 150% markup. Use the Margin → Markup conversion in the third mode of this calculator.
Multiplier = 1 + (Markup% / 100). For 50% markup, multiplier = 1.50. For 100% markup (keystone), multiplier = 2.0. Multiply any cost by the multiplier to instantly get the selling price — useful when pricing large catalogs consistently.
Keystone pricing = 100% markup = 2.0 multiplier = 50% gross margin. Historically the standard in retail: double the cost to get the selling price. Still widely used in clothing and gift retail. It simplifies pricing while providing a margin large enough to cover typical retail overhead.
The basic markup formula only uses cost of goods sold. For a markup to actually produce profit after all expenses, it must be large enough to cover overhead too (rent, salaries, marketing, shipping). Calculate your total cost per unit (COGS + allocated overhead) and use that as your markup base, not just raw product cost.
Cost = Selling Price / (1 + Markup% / 100). Example: $120 selling price with 50% markup → $120 / 1.50 = $80 cost. Useful for competitive analysis (estimating a competitor’s cost from their retail price) or when you know the target retail price and need to set a maximum cost budget.
For most product-based small businesses, a 50% gross margin (100% markup, keystone) is a common starting point. Service businesses need higher — often 150–400% markup — to cover time and overhead. Start by calculating your break-even point: (Fixed Monthly Costs / Estimated Monthly Units Sold) + Variable Cost per Unit = Minimum Cost per Unit. Set your markup high enough above that to achieve your profit goal.