Business calculator
Profit Margin Calculator: Margin, Markup and Selling Price
Amounts in euros. Enter your own figures below.
- Profit margin
- 40%
- Markup
- 66.67%
- Gross profit per unit
- €40.00
- Price for your target margin
- €120.00
- Markup for your target margin
- 100%
Amounts exclude VAT. Gross profit does not include fixed costs such as rent or salaries.
Example: €60 unit cost at different selling prices
| Selling price | Profit margin | Markup | Gross profit per unit |
|---|---|---|---|
| €70.00 | 14.29% | 16.67% | €10.00 |
| €80.00 | 25% | 33.33% | €20.00 |
| €100.00 | 40% | 66.67% | €40.00 |
| €120.00 | 50% | 100% | €60.00 |
| €150.00 | 60% | 150% | €90.00 |
I run my business in Germany. Monetary examples use euros unless another currency is stated.
What This Calculator Does
This calculator shows you three numbers based on your costs and your selling price: the margin, the markup, and the gross profit per item. It works in reverse as well. You can enter your desired margin and see what price you need to achieve it.
Margin and markup are often confused. Both describe the same gross profit, but they relate it to a different base. This is what creates the difference between 40% and 66.67% in the example below.
Margin and Markup: The Difference
Margin relates the gross profit to the selling price. It answers the question: What percentage of each euro of revenue remains?
Margin = (Selling Price − Cost) ÷ Selling Price
Markup relates the same gross profit to your cost. It answers the question: What percentage do I add to my cost?
Markup = (Selling Price − Cost) ÷ Cost
Because the cost is smaller than the price, the markup is always higher than the margin. Those who confuse the two often overestimate their margin.
How It Calculates
The calculator takes the initial values.
Step 1: Gross Profit. An item costs you €60. You sell it for €100 net. This results in a gross profit of €40 per item.
Step 2: Margin. €40 divided by €100 equals 0.4. This is a 40% margin.
Step 3: Markup. €40 divided by €60 equals 0.6667. This is a 66.67% markup.
Step 4: Price for Desired Margin. You want a 50% margin. You divide your cost by 1 minus the margin, so €60 divided by 0.5. This results in €120. The necessary markup for this is 100%. You double your cost.
Conversion Table: Margin to Markup
Use this table to calculate without a calculator. The formula behind it is: Markup = Margin ÷ (1 − Margin).
| Margin | Necessary Markup |
|---|---|
| 10% | 11.11% |
| 20% | 25.00% |
| 25% | 33.33% |
| 30% | 42.86% |
| 40% | 66.67% |
| 50% | 100.00% |
| 60% | 150.00% |
| 75% | 300.00% |
Conversely, you can calculate the margin from the markup using the formula: Margin = Markup ÷ (1 + Markup). A 50% markup translates to a 33.33% margin. A 100% markup translates to a 50% margin.
Margin for Services
When selling a service, your costs per project are often low. This might include a freelancer you hire, licenses for a project, or payment fees. Your own working time is not included in this calculation. As a result, the margin can appear very high, even though you spend many hours on each project.
Therefore, when dealing with services, consider two figures. The margin shows you what remains after deducting external costs. The hourly rate shows you whether this remainder covers your time. Divide the gross profit of a project by the hours you spend on it. If the result is below your minimum hourly rate, the margin may look good on paper, but is actually too low.
Common Mistakes
Confusing Markup with Margin. You add a 50% markup to your cost and think you have a 50% margin. In reality, it’s 33.33%. If your costs are €60, you sell for €90 and keep €30, not €45.
Confusing Margin with Profit. The margin does not include fixed costs. For example, you sell 500 items per month for €100 each with a 40% margin. This results in €50,000 in revenue and €20,000 in gross profit. After deducting rent, salaries, and advertising (€15,000), you are left with €5,000 profit. This is only 10% of your revenue, not 40%.
Mixing Gross and Net. Always calculate costs and prices without including VAT. Otherwise, the margin will be incorrect.
Underestimating Discounts. A discount reduces your gross profit. If you offer a 10% discount on a price of €100, you only keep €30 instead of €40 when your costs are €60. The price decreases by 10%, but your gross profit decreases by 25%. The price increase calculator shows you how many additional sales you need.
What a Good Margin Means for You
From my perspective, there are two approaches that work for entrepreneurs. Either you are extremely competitive on price, relying heavily on technology, processes, and structure. Or, you offer exceptional service that helps already successful people become even more successful. For that, you can command good prices and achieve a healthy profit margin. Being only slightly cheaper than the competition offers no real advantage.
Good prices are not an end in themselves; they fund reserves, quality tools, and genuine service. Offering prices that are too low ultimately works against you, as it no longer makes financial sense to prioritize careful attention to detail. You can find more information on premium pricing in the article Attracting Clients as a Coach or Consultant.
A higher profit margin offers another significant benefit that many overlook. When you earn more per client, you can invest more in marketing than your competitors. While others focus on defending their margins, you’ll be thinking about how far you can grow.
The path to a higher profit margin almost always leads through delivering exceptional value to your clients. The greater the results you deliver for them, the less significant your price appears. I explain how to demonstrate that value before mentioning the price in the article Sales Psychology. And the article Defining Your Target Audience explains why identifying the right target audience is the most powerful lever.