Markup & Margin Calculator

This calculator supports two distinct workflows to accommodate different pricing scenarios:

1. Find your markup from a known selling price: Enter the cost price in the first field and the selling price in the second field. Leave the markup percentage at 0. The calculator will determine your markup percentage, gross margin, profit per unit, and projected revenue at 100 units sold. This workflow is ideal when you already know what the market will bear and want to understand your profitability.
2. Set your selling price from a desired markup: Enter the cost price and your desired markup percentage. Leave the selling price at 0. The calculator will compute the appropriate selling price and all related metrics. This workflow is perfect for cost-plus pricing when you have a target markup in mind.

If both a selling price and markup percentage are provided, the selling price takes priority and the markup percentage input is ignored. This prevents conflicting inputs from producing confusing results.

Review all output fields carefully. The gross margin percentage is particularly important because many financial reports and industry benchmarks use margin rather than markup. The revenue at 100 units field helps you quickly estimate sales volume potential. Use these results to compare pricing scenarios by running the calculator multiple times with different inputs.

Markup is the amount added to the cost price of a product or service to arrive at its selling price. Expressed as a percentage of cost, markup is one of the most fundamental concepts in pricing strategy across retail, wholesale, manufacturing, and service-based industries. When a retailer purchases a shirt for $20 and sells it for $35, the $15 difference is the markup, and the markup percentage is 75%.

One of the most common sources of confusion in business is the difference between markup and margin. While both measure profitability, they use different bases for the calculation. Markup is calculated as a percentage of cost, while gross margin is calculated as a percentage of the selling price. Using the same example, the markup is 75% but the gross margin is only 42.9%. This distinction matters enormously because confusing the two can lead to significant pricing errors that erode profitability.

Markup is central to cost-plus pricing, one of the most widely used pricing strategies. In cost-plus pricing, a business determines its cost to produce or acquire a product and then adds a standard markup to ensure a profit. This approach is straightforward, easy to communicate, and ensures every sale contributes to the bottom line. However, it does not account for market demand or competitor pricing, so it is often used alongside other pricing considerations.

Different industries follow different standard markups. Grocery stores typically operate with markups of 5% to 25%, reflecting high volume and thin margins. Clothing retailers commonly use 50% to 100% markup. Restaurants frequently apply 200% to 300% markup on food items, and jewelry stores may mark up 100% to 300% or more. Understanding the typical markup in your industry helps you set competitive prices while maintaining healthy profitability.

The relationship between markup and profit margin is mathematical and predictable. A 100% markup always equals a 50% margin. A 50% markup equals a 33.3% margin. The higher the markup percentage, the closer the margin gets to 100%, but it can never reach it. This inverse relationship means that small changes in markup can have significant effects on margin and vice versa, making it essential to understand both metrics when making pricing decisions.

The key formulas used in this calculator are as follows:

• Markup Percentage = ((Selling Price − Cost) / Cost) × 100
• Gross Margin Percentage = ((Selling Price − Cost) / Selling Price) × 100
• Selling Price = Cost × (1 + Markup% / 100)
• Profit per Unit = Selling Price − Cost

Understanding the variables is essential for accurate calculations:

A useful reference for converting between markup and margin:

Example 1 – Retail Product: A boutique clothing store purchases a dress from a wholesaler for $45 and sells it at $89. The markup is ($89 − $45) / $45 × 100 = 97.8%. The gross margin is ($89 − $45) / $89 × 100 = 49.4%. The profit per unit is $44. At 100 units sold, the store generates $8,900 in revenue and $4,400 in gross profit. This is typical for mid-range retail where markups near 100% are standard to cover overhead, staffing, and storefront costs.

Example 2 – Restaurant Menu Item: A restaurant prepares a pasta dish with a food cost of $4.50 and prices it at $16 on the menu. The markup is ($16 − $4.50) / $4.50 × 100 = 255.6%. The gross margin is ($16 − $4.50) / $16 × 100 = 71.9%. The profit per plate is $11.50. Restaurants typically aim for food cost percentages of 28% to 35%, which corresponds to markups of 185% to 257%. This high markup is necessary because food costs represent only a fraction of total restaurant expenses, which also include labor, rent, utilities, and waste.

Example 3 – Service Business: A web design agency has a project cost of $2,000 in labor and tools and charges the client $5,500. The markup is ($5,500 − $2,000) / $2,000 × 100 = 175%. The gross margin is ($5,500 − $2,000) / $5,500 × 100 = 63.6%. The profit per project is $3,500. Service businesses often carry higher markups because they are selling expertise and value rather than physical goods. The perceived value to the client, which includes professional experience, creative problem-solving, and time savings, justifies the premium above direct costs.