Calculate the selling price from cost and markup percentage.
Markup is the amount added to the cost to get the selling price, expressed as a percentage of cost.
Markup Amount = Cost x (Markup % / 100)
Selling Price = Cost + Markup Amount
For example, if cost is $40 and markup is 50%:
Markup Amount = $40 x 0.50 = $20. Selling Price = $40 + $20 = $60.
The equivalent profit margin would be: ($20 / $60) x 100 = 33.33%.
Markup is the amount added to the cost of a product to arrive at the selling price, expressed as a percentage of the cost. Think of a coffee shop that buys beans for $5 per bag and sells brewed coffee for $15 -- the $10 difference is the markup, and since it is twice the cost, that is a 200% markup. Markup covers expenses like rent, labor, and profit.
Markup is the retailer's perspective on pricing: "How much should I add to my cost?" It differs from margin, which is the investor's perspective: "What fraction of the price is profit?" A 100% markup means you doubled the cost, but that only gives you a 50% margin. Understanding this distinction prevents costly pricing mistakes. This calculator instantly converts between cost, markup percentage, and selling price.
Formula: Selling Price = Cost x (1 + Markup% / 100)
Example: A retailer buys t-shirts for $12 each and wants a 75% markup.
Step 1: Calculate markup amount: $12 x (75/100) = $12 x 0.75 = $9.00.
Step 2: Add to cost: $12 + $9 = $21.00 selling price.
The equivalent profit margin: $9 / $21 = 42.86%. Notice the markup (75%) is much higher than the margin (42.86%) -- they always differ.
To find the markup percentage from two prices: Markup% = ((Selling Price - Cost) / Cost) x 100. If you bought for $40 and sold for $70: ((70 - 40) / 40) x 100 = 75% markup.
| Cost | Markup | Selling Price | Equiv. Margin |
|---|---|---|---|
| $10 | 25% | $12.50 | 20% |
| $20 | 50% | $30.00 | 33.33% |
| $25 | 100% | $50.00 | 50% |
| $40 | 75% | $70.00 | 42.86% |
| $50 | 150% | $125.00 | 60% |
| $100 | 200% | $300.00 | 66.67% |
| $15 | 40% | $21.00 | 28.57% |
| $200 | 300% | $800.00 | 75% |
| $8 | 60% | $12.80 | 37.5% |
Markup% = ((Selling Price - Cost) / Cost) x 100. If cost is $40 and selling price is $60: ((60 - 40) / 40) x 100 = 50% markup.
Markup is based on cost (profit/cost x 100). Margin is based on selling price (profit/revenue x 100). A 100% markup = 50% margin. A 50% markup = 33.33% margin.
Margin = Markup / (1 + Markup). For a 50% markup (0.50): 0.50 / 1.50 = 0.3333 = 33.33% margin.
Retail markups vary widely. Grocery stores: 5-25%. Clothing: 100-300%. Jewelry: 100-400%. Electronics: 10-40%. Restaurants on food: 200-400%. The higher the perceived value and lower the price transparency, the higher the markup.
Absolutely. A 100% markup means you doubled the cost. A 200% markup means you tripled it. Luxury goods often have 300%+ markups. Coffee shops mark up beans by 1,000% or more when selling by the cup.
Use: Markup = Margin / (1 - Margin). For 30% margin: 0.30 / 0.70 = 42.86% markup.
Typically no. Markup is applied to the pre-tax cost to determine the pre-tax selling price. Sales tax is then added on top at the register. However, businesses should factor all costs (including taxes on supplies) into their cost basis before applying markup.
Keystone pricing is a simple rule of thumb where the selling price is set at exactly double the wholesale cost -- a 100% markup (50% margin). It is common in retail as a starting point for pricing strategy.
Markup pricing is the most widely used method for setting retail prices worldwide. The concept is deceptively simple: take your cost and add a percentage to determine the selling price. This approach has been used by merchants for thousands of years, from ancient bazaar traders who doubled their costs to modern retailers using sophisticated multi-tier markup strategies. The beauty of markup pricing lies in its simplicity -- it guarantees that every sale covers costs and contributes profit, as long as the markup percentage is set correctly.
The key insight that separates successful businesses from struggling ones is understanding that markup and margin are fundamentally different metrics that produce different numbers for the same transaction. A 100% markup doubles your cost and gives you a 50% margin. A 50% markup adds half your cost and produces only a 33.3% margin. Confusing these two concepts is one of the most common and costly pricing mistakes in business. When your accountant says "we need 40% margin," applying a 40% markup will leave you short -- you actually need a 66.7% markup to achieve a 40% margin.
Different industries have evolved standard markup ranges that reflect their unique cost structures, competitive dynamics, and customer expectations. Grocery stores typically use 5-25% markups because consumers are highly price-sensitive. Clothing retailers apply 100-300% markups to account for seasonal trends, returns, and unsold inventory. Restaurants mark up food by 200-400% because the food cost is only one component of total expense. Jewelry stores often apply 100-400% markups, leveraging the emotional purchase nature of their products.
Understanding markup is also essential for wholesale and distribution businesses that operate in multi-tier pricing chains. A manufacturer might sell a product to a distributor at a 30% markup, the distributor sells to a retailer at 20% markup, and the retailer sells to the consumer at 100% markup. Each party applies their own markup to cover specific costs and profit requirements. The final retail price can be several multiples of the original production cost.
1. Movie theater popcorn: Ingredients cost about $0.50 per large bag. It sells for $8-10, a markup of 1,500-1,900%. Theaters make minimal profit on tickets and depend on concession markups for profitability.
2. Eyeglass frames: Frames costing $15-30 to manufacture sell for $200-400 at retail optical shops -- a 600-2,500% markup. Designer brands command even higher markups based on brand prestige.
3. Bottled water: Municipal water costs fractions of a cent per gallon. A 16-oz bottle costs about $0.05 to produce and package, selling for $2-3 -- a 3,900-5,900% markup.
4. Prescription medications: A generic drug costing $2 to produce might sell for $20-50 at the pharmacy, a 900-2,400% markup. Brand-name drugs during patent protection can have markups exceeding 5,000%.
5. Restaurant wine: A bottle purchased wholesale for $12 is listed at $36-$48 on the menu -- a 200-300% markup. By the glass, the markup is even higher.
6. College textbooks: Production cost per textbook is $10-15, but retail prices reach $100-250, a 567-1,567% markup.
7. Smartphone accessories: A phone case costing $2 to manufacture sells for $25-40 at retail, a 1,150-1,900% markup. Screen protectors at $0.30 cost sell for $10-15.
8. Fresh flowers: A dozen roses costs a florist $5-8 wholesale and sells for $40-75 arranged, a 400-1,400% markup.
Use "keystone pricing" (100% markup / 50% margin) as your starting point, then adjust based on competition, demand, and your cost structure. Keystone is the retail industry standard and provides a solid foundation for profitability.
The diamond industry has historically maintained one of the highest markups in retail. A diamond ring purchased at a jewelry store typically carries a 100-200% markup over wholesale, which itself is marked up 30-50% from the cutting price. The total markup from rough diamond to retail can exceed 1,000%.
E-commerce and dropshipping: Online sellers typically apply 100-300% markups to cover advertising costs, platform fees, returns, and shipping. Successful e-commerce operators focus on perceived value through branding and photography rather than competing solely on price.
Service businesses: Consulting, legal, and professional services often use a cost-plus markup where the billable rate is 2.5-4x the employee's hourly cost (150-300% markup). A consultant earning $50/hour might be billed at $150-200/hour.
Construction and trades: Contractors typically mark up materials by 15-25% and labor by 50-100%. The final bid covers insurance, equipment depreciation, and business overhead on top of direct costs.
To quickly convert a desired margin to markup: Markup = Margin / (1 - Margin). For 30% margin: 0.30 / 0.70 = 42.86% markup. Memorize the common pairs: 50% margin = 100% markup, 33% margin = 50% markup, 25% margin = 33% markup.
Markup and margin are two sides of the same coin. Use the Margin Calculator to convert between revenue-based and cost-based profitability metrics. The Percentage Calculator handles the underlying percentage math. For evaluating overall returns, the ROI Calculator provides the bigger picture. The Discount Calculator helps you understand how promotions erode your markup. Track pricing changes with the Percentage Increase Calculator. For scaling materials proportionally, the Ratio Calculator maintains proper cost ratios.