On This Page
- What markup means
- Markup formula and pricing
- Common markup percentages
- Markup vs margin
- Converting between markup and margin
- Reverse markup
- Industry-specific markup
- Worked examples
- Markup in Excel
- Frequently asked questions
What Markup Means
Markup is the amount added to cost to reach a selling price. If an item costs $40 and sells for $60, the markup amount is $20 and the markup percentage is 50%, measured against cost, not selling price. That base is what makes markup different from margin: markup uses cost, margin uses selling price. The same $20 profit on the same $60 price gives a 33.3% gross margin, not 50%.
The distinction matters most when someone targets "a 40% margin" but enters 40% into a markup calculation, or the reverse. The difference can be ten to fifteen percentage points on the same item, which changes both the price charged and the profit remaining.
Markup Formula and Pricing
- Cost: what you pay to buy, make, or deliver the item. For retail: wholesale cost. For services: materials plus direct labor for that job.
- Selling price: what the customer pays.
- Base: always cost, not selling price. This is what distinguishes markup from margin.
To find selling price from a target markup (cost-plus pricing), reverse the formula:
A 30% markup: multiply cost by 1.30. A 50% markup: multiply cost by 1.50. Cost-plus pricing is the standard method in retail, wholesale distribution, construction, and services. A 40% markup on a $100 cost gives $140; a 40% margin on that same cost needs $166.67, very different results from the same target number.
Make sure cost includes everything directly tied to delivering the product or job. Shipping, payment processing fees, and marketplace fees reduce real gross profit even if they are not part of the headline unit cost. Leaving them out inflates the apparent markup. For sales volume planning beyond pricing, the Break Even Point Calculator shows how many units you need to cover fixed costs.
Common Markup Percentages
Price multiplier and equivalent gross margin for common markup targets, with an example at $100 cost.
| Markup % | Price multiplier | Gross margin equivalent | Example: $100 cost |
|---|---|---|---|
| 10% | × 1.10 | 9.1% | $110 |
| 15% | × 1.15 | 13.0% | $115 |
| 20% | × 1.20 | 16.7% | $120 |
| 25% | × 1.25 | 20.0% | $125 |
| 30% | × 1.30 | 23.1% | $130 |
| 40% | × 1.40 | 28.6% | $140 |
| 50% | × 1.50 | 33.3% | $150 |
| 60% | × 1.60 | 37.5% | $160 |
| 100% | × 2.00 | 50.0% | $200 |
| 150% | × 2.50 | 60.0% | $250 |
| 200% | × 3.00 | 66.7% | $300 |
To find selling price for any cost: multiply cost by the price multiplier. To find markup% from cost and selling price: (selling price ÷ cost − 1) × 100.
Markup vs Margin
Markup and margin use the same inputs, cost and price, but measure against different bases. A 50% markup and a 50% margin are not the same thing.
| Metric | Formula | Base |
|---|---|---|
| Markup | (selling price − cost) ÷ cost × 100 | Cost |
| Gross margin | (selling price − cost) ÷ selling price × 100 | Selling price |
Use markup when setting a price from cost. Use margin when checking what share of the sale remains as gross profit. See the Profit Margin Calculator for full gross, operating, and net margin calculations.
Converting Between Markup and Margin
Many pricing errors happen because someone targets a margin but enters a markup, or the other way around. Use decimals in both conversion formulas.
Example: 50% markup (0.50) → margin = 0.50 ÷ 1.50 = 0.333 = 33.3% margin. Reverse: 33.3% margin (0.333) → markup = 0.333 ÷ 0.667 = 0.50 = 50% markup.
Reverse Markup
Reverse markup finds the original cost when you know the selling price and the markup percentage applied. This comes up when auditing price lists, checking vendor quotes, or estimating what a competitor paid for goods.
Example: a product sells for $90 with a 50% markup: $90 ÷ 1.50 = $60. The calculator shows "Cost allowed at current price" in the target markup snapshot, that uses the same formula with your entered selling price and target markup.
Reverse markup and reverse sales tax share the same mathematical structure: divide a total by a multiplier to extract the base. But they answer different questions. Reverse markup finds the original cost before a profit margin was added. The Reverse Sales Tax Calculator finds the pre-tax price before a government tax was collected. Both come up when auditing receipts or invoices that show only a final amount. A third related case, finding the original price before a discount rather than a markup, is covered by the Sale Price Calculator.
Industry-Specific Markup
The markup formula is the same across industries, only the typical percentages differ.
Retail
Retail markup starts with wholesale cost and ends with shelf price. Typical ranges by category: clothing 100–150%, electronics 10–30% (thin, competitive), jewelry 50–200%, furniture 100–200%, grocery 10–40%. A jacket that costs $32 wholesale at 150% markup: $32 × 2.50 = $80. Before committing to a product category, the ROI Calculator can model the full return on a purchase order against the capital invested, factoring in all acquisition and selling costs.
Contractor and parts
Contractors typically mark up materials and parts 20–40%, with a separate labor rate. A 30% parts markup on $250 of materials: $250 × 1.30 = $325. Subcontractor labor is marked up the same way, if a sub charges $800 and you apply 25%: $800 × 1.25 = $1,000 billable.
HVAC
HVAC businesses commonly use 50–100% on parts and equipment, with separate labor rates. A 75% parts markup on a $400 component: $400 × 1.75 = $700. Most HVAC companies calculate markup separately for parts, equipment, and labor, then combine into a total job price.
Food and beverage
Restaurants target food cost of 28–35% of revenue, which corresponds to roughly 186–257% markup on ingredient cost. Liquor markups are often 300–500%, a $10 wholesale bottle may sell for $40–50. Bar industry convention sometimes uses "pour cost" (cost ÷ selling price) rather than markup, but the conversion uses the standard formulas above.
Staffing and temp agencies
Staffing agencies mark up the direct employee cost (base wage plus payroll taxes and benefits). A 40–60% markup on a $20/hour direct cost gives a bill rate of $28–$32/hour, covering agency overhead, profit, and administration: bill rate = direct cost × (1 + markup%).
Worked Examples
Example 1, Markup percentage from cost and price
A shop buys a product for $40 and sells it for $60.
- Markup amount = $60 − $40 = $20
- Markup % = $20 ÷ $40 × 100 = 50%
Example 2, Selling price with a 30% markup
A contractor pays $250 for parts and wants a 30% markup.
- Selling price = $250 × 1.30 = $325
Example 3, Retail markup from wholesale
A retailer buys a jacket wholesale for $32 and prices it at $79.
- Markup amount = $79 − $32 = $47
- Markup % = $47 ÷ $32 × 100 = 146.9%
Example 4, Markup and margin on the same item
A product costs $80 and sells for $120.
- Gross profit = $120 − $80 = $40
- Markup = $40 ÷ $80 × 100 = 50%
- Gross margin = $40 ÷ $120 × 100 = 33.3%
Example 5, Reverse markup: cost from selling price
A product sells for $90 with a 50% markup on cost.
- Cost = $90 ÷ (1 + 0.50) = $90 ÷ 1.50 = $60
Markup in Excel
With cost in A1 and selling price in A2:
| Cell | Label | Formula | Example result |
|---|---|---|---|
| A1 | Cost | — | 40 |
| A2 | Selling price | — | 60 |
| A3 | Markup % | =(A2-A1)/A1 | 50% (format as %) |
| A4 | Selling price at 30% markup | =A1*(1+30%) | 52 |
| A5 | Gross margin | =(A2-A1)/A2 | 33.33% (format as %) |
| A6 | Cost from selling price (50% markup) | =A2/(1+50%) | 40 |
Format the markup and margin cells as percentages (Ctrl+Shift+%) or multiply by 100 for a plain number. Replace the hardcoded percentages in A4 and A6 with cell references to make them dynamic.
Frequently Asked Questions
How do you calculate markup percentage?
Markup % = (selling price − cost) ÷ cost × 100. For a $40 cost and $60 selling price: ($60 − $40) ÷ $40 × 100 = 50%. The denominator is always cost, that is what distinguishes markup from gross margin, which divides by selling price.
How do I set a selling price for a target markup?
Selling price = cost × (1 + markup ÷ 100). A 20% markup on $100 cost: $100 × 1.20 = $120 (gross margin 16.7%). A 30% markup: $100 × 1.30 = $130 (gross margin 23.1%). A 50% markup: $100 × 1.50 = $150 (gross margin 33.3%). Enter cost and target markup in the calculator above to see the price instantly. The common markup percentages table above shows gross margin equivalents for every standard markup.
How do you calculate retail price from wholesale?
Retail price = wholesale cost × (1 + markup%). A $32 wholesale cost at 100% markup: $32 × 2.00 = $64. At 150%: $32 × 2.50 = $80. Typical ranges: clothing 100–150%, electronics 10–30%, jewelry 50–200%.
Is a 100% markup the same as doubling the price?
Yes. A 100% markup means the markup amount equals the cost: selling price = cost + cost = 2 × cost. Buy at $50, sell at $100, that is 100% markup. The gross margin at 100% markup is 50%, which is why 100% markup does not equal 100% margin.
How do you convert markup to margin?
Use decimals: margin = markup ÷ (1 + markup). A 50% markup (0.50) → 0.50 ÷ 1.50 = 33.3% margin. Reverse: markup = margin ÷ (1 − margin). A 33.3% margin (0.333) → 0.333 ÷ 0.667 = 50% markup.
Why do some industries use margin instead of markup?
Convention. Retail and contracting start from cost and work outward, making markup natural. Accounting and finance use margin because it shows the gross profit fraction of revenue. When reading a P&L or talking to an accountant, assume margin. When talking to a buyer or supplier pricing from cost, ask which they mean, the difference can be ten to fifteen percentage points on the same item.
Can markup be over 100%?
Yes, common in retail, luxury goods, food service, and pharmaceuticals. Buying at $20 and selling at $50 is a 150% markup. There is no mathematical ceiling, though market demand, competition, and price sensitivity set practical limits. Liquor and designer apparel routinely run 200–400% markup.
References
- Markup, Investopedia: markup percentage formula, industry context, and comparison with gross margin.
- Gross Profit, Investopedia: gross profit and gross margin, the metrics that markup pricing directly affects.
- Cost-Plus Pricing, Investopedia: how cost-plus (markup) pricing is used in retail, manufacturing, and government contracts, and its limitations.