Markup Calculator

Calculate markup percentage, selling price, profit, and margin from your cost and pricing details.

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Editorial and Accuracy Standards

Last Updated: August 1, 2026
Last Reviewed: August 1, 2026
Calculator Version: 2.0
Methodology: This content and its underlying formulas have been rigorously verified by our editorial team against standard accounting principles and retail pricing strategies. Calculations utilize high-precision arithmetic to guarantee exact markup reporting.

What Is Markup?

Markup is the amount added to a product's cost, expressed as a percentage of that cost, to determine the selling price.

Markup % = ((Selling Price - Cost) / Cost) × 100

Example:
Cost = ₹100
Selling Price = ₹150
Profit = ₹50
Markup = 50%

Markup Formulas

Markup Percentage

Markup % = ((Selling Price - Cost) / Cost) × 100

Selling Price

Selling Price = Cost × (1 + Markup% / 100)

Profit

Profit = Selling Price - Cost

Cost From Selling Price and Markup

Cost = Selling Price / (1 + Markup% / 100)

How to Calculate Markup

  1. Subtract cost from selling price.
  2. Divide the profit by cost.
  3. Multiply by 100.

Example:

Cost = ₹500

Selling Price = ₹750

Profit = ₹750 - ₹500 = ₹250

Markup = ₹250 / ₹500 × 100

Markup = 50%

How to Calculate Selling Price Using Markup

Example:

Cost = ₹500

Markup = 40%

Formula:

Selling Price = ₹500 × (1 + 40/100)

Selling Price = ₹500 × 1.40

Selling Price = ₹700

Profit = ₹200

Gross Margin = 28.57%

Markup vs Profit Margin

Markup is calculated using cost as the denominator. Margin is calculated using selling price/revenue as the denominator.

Example:
Cost = ₹100 | Selling Price = ₹150 | Profit = ₹50

  • Markup: ₹50 / ₹100 × 100 = 50%
  • Gross Margin: ₹50 / ₹150 × 100 = 33.33%
A 50% markup is not the same as a 50% profit margin.
MarkupProfit Margin
Based onCostSelling Price
FormulaProfit ÷ CostProfit ÷ Selling Price
Example50%33.33%

Calculate your margin easily using our Profit Margin Calculator.

Markup to Profit Margin Conversion

Formula: Margin % = Markup % / (100 + Markup %) × 100

MarkupEquivalent Margin
10%9.09%
20%16.67%
25%20.00%
30%23.08%
40%28.57%
50%33.33%
75%42.86%
100%50.00%
150%60.00%
200%66.67%

Worked Examples

Example 1 — Retail Markup

Cost = ₹500

Selling Price = ₹750

Profit = ₹250

Markup = 50%

Margin = 33.33%

Example 2 — Cost-Plus Pricing

Cost = ₹1,000

Markup = 30%

Profit = ₹300

Selling Price = ₹1,300

Margin = 23.08%

Example 3 — Wholesale Pricing

Cost = ₹200

Selling Price = ₹240

Profit = ₹40

Markup = 20%

Margin = 16.67%

What Does a 100% Markup Mean?

A 100% markup means the profit amount added is exactly equal to the original cost.

Cost = ₹500

Markup = 100%

Profit = ₹500

Selling Price = ₹1,000

Gross Margin = 50%

Can Markup Be More Than 100%?

A markup above 100% is mathematically valid. It means the profit amount is greater than the original cost.

Cost = ₹50

Selling Price = ₹150

Profit = ₹100

Markup = 200%

Real-World Use Cases

Retail Pricing

Calculate a selling price by adding a target markup to product cost.

Wholesale Pricing

Compare cost and selling price to determine the markup applied to wholesale goods.

Cost-Plus Pricing

Add a predetermined markup to production or service costs.

Manufacturing

Estimate pricing based on production cost and target markup.

Small Business Pricing

Check the relationship between cost, markup, selling price, profit, and margin.

Common Mistakes

  • Confusing markup with margin. Margin divides profit by selling price, not cost.
  • Dividing profit by selling price when calculating markup. (This gives you margin).
  • Forgetting to multiply by 100. To express it as a percentage, multiply the decimal by 100.
  • Using the wrong starting cost. Ensure you include all related product acquisition costs before calculating markup.
  • Assuming 50% markup means 50% margin. They represent different metrics.
  • Ignoring negative markup when selling below cost. If selling price is lower than cost, your markup is negative.
  • Trying to calculate markup when cost is zero. Division by zero is undefined; it cannot be calculated.

Markup Formula in Excel

Find Markup Percentage

For cost in A2 and selling price in B2:

=(B2-A2)/A2

Format the result as Percentage.

Find Selling Price

For cost in A2 and markup percentage in B2 (if B2 contains 40% formatted as a percentage):

=A2*(1+B2)

If B2 contains the number 40 (not formatted as a percentage):

=A2*(1+B2/100)

Frequently Asked Questions

What is markup in business and how is it calculated?↓

Markup is the percentage or amount added to the cost price of a product to determine its final selling price. It represents your gross profit on a specific item before deducting operating expenses. The standard markup formula is: ((Selling Price - Cost Price) ÷ Cost Price) × 100. For example, if you buy a product for $50 and sell it for $75, your markup is 50%. Understanding markup is essential for businesses to cover overhead costs and generate profit. Use our free Markup Calculator to instantly find your ideal selling price based on your target markup percentage. Always ensure your markup is high enough to sustain your business operations.

What is the exact formula for calculating markup percentage?↓

The exact formula for calculating markup percentage is: Markup Percentage = ((Selling Price - Cost) / Cost) × 100. To use this formula, first find the gross profit by subtracting your cost from the selling price. Next, divide that gross profit by the original cost. Finally, multiply the decimal result by 100 to convert it to a percentage. For example, a product costing $40 and selling for $60 has a $20 profit. Dividing $20 by $40 gives 0.5, which is a 50% markup. Our Markup Calculator automatically applies this formula, ensuring perfect accuracy for your pricing strategy.

How does markup differ from profit margin?↓

The main difference between markup and profit margin lies in their baseline calculation. Markup is the percentage added to the cost price, while profit margin is the percentage of the selling price that is profit. A 100% markup on a $50 item results in a $100 selling price (a $50 profit). However, that $50 profit represents only a 50% profit margin ($50 profit ÷ $100 revenue). Confusing markup and margin is a common pricing error that can severely impact your bottom line. Always use a Markup Calculator to set your initial prices, and a profit margin tool to evaluate financial health.

How do I calculate the selling price if I know my target markup?↓

To calculate your selling price based on a target markup, convert the markup percentage to a decimal, add 1, and multiply by the cost. The formula is: Selling Price = Cost × (1 + Markup Decimal). For instance, if you want a 40% markup on a $100 item, multiply $100 by 1.40 to get a $140 selling price. This cost-plus pricing approach guarantees you meet your profit targets on every sale. If you need to process large inventory lists, using an online Markup Calculator is the fastest, most reliable method.

What is keystone pricing and how does it relate to markup?↓

Keystone pricing is a standard retail strategy that involves applying a 100% markup to the wholesale cost, effectively doubling the price. If a retailer buys a shirt for $20, keystone pricing dictates a $40 selling price. This generous markup provides enough gross profit to cover typical retail overheads like rent, marketing, and staff salaries. While it is a great rule of thumb, not all products can sustain a 100% markup. Using a Markup Calculator helps you test different scenarios to find the perfect balance between competitive pricing and healthy profitability.

How do I calculate markup manually?↓

To calculate markup manually without a calculator, find your absolute profit (Selling Price minus Cost) and divide it by the Cost. Multiply that fraction by 100. For example, if cost is $25 and selling price is $35, the profit is $10. Dividing $10 by $25 yields 0.40, which is a 40% markup. While mental math works for round numbers, calculating markups for complex prices like $14.99 or $129.50 is prone to error. An online Markup Calculator ensures 100% accuracy, making it an indispensable tool for retail managers.

Why is calculating accurate markup crucial for small businesses?↓

Calculating accurate markup is crucial for small businesses because it directly dictates cash flow, profitability, and survival. If your markup is too low, you may generate high sales volume but fail to cover overhead expenses like rent and utilities, leading to net losses. If the markup is too high, you risk alienating customers and losing market share to competitors. Regularly using a Markup Calculator to audit your pricing strategy ensures every product contributes positively to your bottom line while remaining attractive to your target audience.

What is a good or average markup percentage for retail?↓

A 'good' or average markup percentage varies significantly by industry. Apparel and general retail often target a 50% to 100% markup (keystone pricing). Grocery stores typically run on thin markups of 10% to 20% due to high volume. Conversely, restaurants and jewelry stores might apply markups ranging from 200% to 300% to compensate for spoilage or slow inventory turnover. To determine the ideal percentage for your specific sector, enter your operational costs into a Markup Calculator and benchmark against industry standards.

How do you calculate markup from cost and profit?↓

If you already know your cost and your absolute profit (in dollars), calculating the markup percentage is simple: divide the profit by the cost, then multiply by 100. For example, if you know a product costs $80 and you want to make exactly $40 in profit, divide $40 by $80 (0.50). Multiplying by 100 reveals a 50% markup. This reverse calculation is excellent for entrepreneurs setting baseline profit goals. Utilizing a Markup Calculator automates this math, allowing you to instantly align your pricing with your financial objectives.

How do I use a Markup Calculator for wholesale pricing?↓

When setting wholesale prices, you use a Markup Calculator to ensure your B2B discounts don't eliminate your profit. Typically, manufacturers apply a smaller markup (e.g., 20% to 30%) for wholesale orders due to the high volume. If your manufacturing cost is $10, a 20% markup sets the wholesale price at $12. The retailer then applies their own 100% markup to sell it at $24. Testing these pricing tiers in a Markup Calculator ensures that everyone in the supply chain remains profitable.

What is cost-plus pricing?↓

Cost-plus pricing is a straightforward strategy where a business calculates the total cost of producing an item (materials, labor, overhead) and adds a fixed markup percentage to determine the final selling price. It ensures predictable profit margins across all products. However, it ignores competitor pricing and customer demand. A Markup Calculator is the primary tool used in cost-plus pricing, allowing business owners to instantly attach their desired percentage increase to their baseline costs.

Can a markup be greater than 100%?↓

Yes, a markup can easily be greater than 100%. A markup over 100% simply means the absolute profit is larger than the original cost. For example, if a cup of coffee costs $0.50 to make and sells for $2.50, the profit is $2.00. Dividing $2.00 by $0.50 equals 4, which translates to a 400% markup. High markups are very common in the food and beverage industry, cosmetics, and software. Our Markup Calculator effortlessly handles percentages well beyond 100% to accurately reflect high-margin business models.

Calculation Methodology

How it works

The calculator takes Cost and Selling Price, subtracts Cost from Selling Price to determine absolute profit, divides by Cost, and multiplies by 100.

Precision & Rounding

Calculations use IEEE 754 double-precision floating-point format to prevent rounding errors on exact currency values.

Assumptions

  • Inputs are positive valid numbers.
  • Selling price is greater than cost for a positive markup.

Limitations & Edge Cases

  • Cannot calculate if the cost is zero (division by zero error).

Glossary of Terms

Cost

The total monetary value spent to produce, acquire, or purchase goods.

Example: The $10 paid to a wholesaler for a t-shirt is the cost.
Related: Cost of Goods Sold (COGS), Wholesale Price

Selling Price

The final price at which a good or service is sold to the consumer.

Example: The $20 a customer pays for the t-shirt is the selling price.
Related: Retail Price, Revenue

Markup

The percentage or amount added to the cost to determine the selling price.

Example: Adding $10 to a $10 item is a 100% markup.
Related: Profit Margin

Profit Margin

The percentage of revenue that represents actual profit.

Example: A $10 profit on a $20 selling price is a 50% profit margin, despite being a 100% markup.
Related: Markup

Keystone Pricing

A traditional retail pricing strategy that involves a 100% markup, essentially doubling the wholesale cost.

Example: Buying a shoe for $50 and selling it for $100.
Related: Retail Pricing

References & Sources