Markup to Margin Calculator | Convert Markup to Profit Margin
Convert cost markup percentage to equivalent profit margin and determine your final retail selling price in real time.
Markup to Margin Converter
| Markup % | Profit Margin % |
|---|---|
| 15% | 13.04% |
| 20% | 16.67% |
| 25% | 20.00% |
| 33.3% | 25.00% |
| 50% | 33.33% |
| 100% | 50.00% |
Markup vs. Profit Margin: What Is the Difference?
While both metrics describe the relationship between what you pay for an item and what you sell it for, they look at profitability from two completely different perspectives. Mixing them up is one of the most common pricing mistakes in retail, wholesale, and dropshipping.
- Markup is the percentage added directly on top of your cost price to set a selling price.
- Margin (Profit Margin) is the percentage of the final selling price that you retain as profit.
The Mathematical Formulas: Convert Markup to Margin (and Vice Versa)
Converting between markup and margin percentages requires simple algebra based on your cost and selling price:
1. Convert Markup to Profit Margin
Use this when you know your cost markup percentage and want to find your true profit margin:
Margin % = [Markup % / (100 + Markup %)] × 1002. Convert Profit Margin to Cost Markup
Use this when you want to achieve a target margin and need to know what markup to apply to your cost:
Markup % = [Margin % / (100 - Margin %)] × 100Worked Example: The Math in Action
Suppose you source a product for $40 (Cost) and sell it for $50 (Selling Price):
- Profit Dollar Amount: $50 – $40 = $10.00
- Markup Calculation: ($10 Profit / $40 Cost) × 100 = 25.00% Markup
- Margin Calculation: ($10 Profit / $50 Selling Price) × 100 = 20.00% Profit Margin
Notice: A 25% markup produces a 20% margin. Markup percentage is always mathematically higher than the resulting profit margin percentage for any profitable product.
Master Markup and Margin Conversion Table
Use this reference table to quickly convert standard markups into exact profit margins without manual calculation:
| Markup % on Cost | Resulting Profit Margin % | Price Multiplier on Cost | Selling Price on $100 Cost |
|---|---|---|---|
| 10% Markup | 9.09% Margin | Cost × 1.10 |
$110.00 |
| 15% Markup | 13.04% Margin | Cost × 1.15 |
$115.00 |
| 20% Markup | 16.67% Margin | Cost × 1.20 |
$120.00 |
| 25% Markup | 20.00% Margin | Cost × 1.25 |
$125.00 |
| 30% Markup | 23.08% Margin | Cost × 1.30 |
$130.00 |
| 33.33% Markup | 25.00% Margin | Cost × 1.333 |
$133.33 |
| 50% Markup | 33.33% Margin | Cost × 1.50 |
$150.00 |
| 100% Markup (Keystone) | 50.00% Margin | Cost × 2.00 |
$200.00 |
| 200% Markup | 66.67% Margin | Cost × 3.00 |
$300.00 |
| 300% Markup | 75.00% Margin | Cost × 4.00 |
$400.00 |
Spreadsheet Formulas for Excel and Google Sheets
Automate your catalogue pricing conversions with these spreadsheet formulas:
Converts a raw markup percentage into an accurate profit margin:
=(A2/(100+A2))*100
Finds the required markup percentage to hit your target margin:
=(B2/(100-B2))*100
Directly outputs the selling price needed to secure your margin:
=A2/(1-(B2/100))
Frequently Asked Questions
Can markup and margin ever be equal?
Only at 0%. As soon as you add any profit to a product, markup percentage will always be higher than the profit margin percentage because it is calculated against the smaller cost base.
Why do wholesalers use markup while retailers use margin?
Wholesalers and manufacturers typically price from the bottom up (adding a markup percentage over raw production costs to set catalog prices). Retailers and eCommerce merchants price from the top down (working with profit margins to ensure income covers marketing, platform fees, and operating overhead).
If I want a 40% margin, why is a 40% markup not enough?
A 40% markup on a $100 item sets the price at $140 with $40 in profit. Your margin is ($40 / $140) = 28.57%, leaving you short of your 40% goal. To achieve a true 40% profit margin, you must apply a 66.67% markup (Selling Price = $166.67).