Markup Calculator

Calculate the selling price, markup percentage, and profit from cost. Convert between markup and margin, and find the right price for your product or service.

$
%
Selling Price
$120.00
Cost ร— 1.6
Profit
$45.00
Revenue โˆ’ Cost
Equivalent Margin
37.5%
Profit รท Selling Price
Price Multiplier
1.6ร—
Selling Price รท Cost
Price Composition
Cost
Profit
Markup โ†” Margin Quick Reference
MarkupMarginMultiplier
15%13%1.15ร—
25%20%1.25ร—
33.3%25%1.33ร—
50%33.3%1.5ร—
75%42.9%1.75ร—
100%50%2ร—
150%60%2.5ร—
200%66.7%3ร—
Planning notes, formulas, and examples

About the Markup Calculator

Markup is the amount added to the cost of a product or service to arrive at the selling price. Expressed as a percentage of cost, it is the fundamental tool behind cost-plus pricing โ€” the most straightforward pricing strategy used by retailers, wholesalers, and service providers worldwide.

This calculator works in two directions: enter your cost and desired markup percentage to find the selling price, or enter cost and selling price to find the markup percentage. It also displays the equivalent margin percentage, so you can compare the same profit from both perspectives.

Understanding markup is critical for any business that buys and resells goods. A 100% markup means you sell for double what you paid. A 50% markup means you add half the cost. Retailers commonly use different markup rates for different product categories, and this calculator helps you evaluate the profitability of each pricing decision.

Use the result to compare scenarios, test assumptions, and revisit the model when pricing, volume, or financing inputs change.

When This Page Helps

If you set prices without understanding your markup, you risk pricing too low (leaving money on the table) or too high (losing customers to competitors). This calculator shows how cost, markup, selling price, and margin all relate.

It is particularly useful when evaluating supplier quotes, pricing new product lines, or converting between markup and margin during financial discussions. Many people confuse the two โ€” this calculator shows both side by side.

How to Use the Inputs

  1. Enter the cost of the product or service.
  2. Enter either the markup percentage OR the desired selling price.
  3. The calculator computes the other value plus profit, margin, and price multiplier.
  4. Use the "Markup โ†” Margin" table to see common conversions.
  5. Adjust values in real time to evaluate different pricing scenarios.
Formula used
Selling Price = Cost ร— (1 + Markup% / 100) Markup% = ((Selling Price โˆ’ Cost) / Cost) ร— 100 Profit = Selling Price โˆ’ Cost Margin% = (Profit / Selling Price) ร— 100 Price Multiplier = 1 + Markup% / 100

Example Calculation

Result: Selling Price: $120 | Profit: $45 | Margin: 37.5%

An item costing $75 with a 60% markup: Selling Price = $75 ร— 1.60 = $120. Profit = $120 โˆ’ $75 = $45. Margin = $45 / $120 = 37.5%. The 60% markup translates to a 37.5% margin โ€” always lower than the markup percentage.

Tips & Best Practices

  • Standard retail markups vary: clothing 50-100%, furniture 200-400%, food 100-350%, electronics 10-50%, jewelry 100-300%.
  • A quick markup-to-margin conversion: Margin = Markup / (100 + Markup) ร— 100.
  • If competitors price at $X, work backward: Required Markup = ((X โˆ’ Cost) / Cost) ร— 100.
  • Consider psychological pricing: $99.99 instead of $100 โ€” tiny margin impact, significant sales difference.
  • Apply different markups to different product categories based on demand elasticity and competition.
  • Remember that markup is applied to cost, while margin is calculated from revenue โ€” never confuse the two in financial statements.

Cost-Plus Pricing Strategy

Cost-plus pricing (applying a fixed markup to cost) is the simplest pricing strategy. Its advantage is predictability โ€” you always know your profit per unit. Its disadvantage is that it ignores demand and competition. A product might sell for much more or much less than your cost-plus price depending on perceived value. Use cost-plus as a floor price and adjust upward based on market conditions.

Common Markup Conversion Table

Markup 15% = Margin 13%. Markup 25% = Margin 20%. Markup 33.3% = Margin 25%. Markup 50% = Margin 33.3%. Markup 75% = Margin 42.9%. Markup 100% = Margin 50%. Markup 150% = Margin 60%. Markup 200% = Margin 66.7%. Memorizing these common conversions will help you think fluidly between the two frameworks.

Dynamic Pricing and Markup

Modern businesses increasingly use dynamic pricing โ€” adjusting markup based on demand, time of day, inventory levels, and competitor prices. Airlines, hotels, and ride-sharing services are obvious examples, but retailers are adopting it too via algorithmic pricing tools. Even with dynamic pricing, understanding your base markup ensures you never sell below cost.

Sources & Methodology

Last updated:

Frequently Asked Questions

  • There is no single standard. Grocery stores mark up 25-50%, clothing retailers 50-100%, restaurants 200-350% on food, and specialty retail can go 100-400%. The "right" markup depends on your industry, competition, overhead costs, and perceived value.