Core formulas
The formulas to keep straight
Profit = Selling price - CostMarkup % = Profit / Cost x 100Margin % = Profit / Selling price x 100Margin % = Markup % / (100% + Markup %) x 100Markup % = Margin % / (100% - Margin %) x 100Selling price from target margin = Cost / (1 - Margin %)What is the difference between markup and margin?
Markup is profit measured against cost. Margin is profit measured against selling price. If a product costs $40 and sells for $60, profit is $20. The markup is 50% because $20 divided by $40 equals 50%. The margin is 33.3% because $20 divided by $60 equals 33.3%.
That is the whole trap. The profit dollars are the same, but the percentage changes because the denominator changes. Sellers get into trouble when they add a markup to cost and assume that number is the margin they will keep from the sale.
Use markup when you need a fast cost-plus quote. Use margin when the price has to survive payment fees, marketplace fees, discounts, shipping, returns, and ad spend.
- Markup asks, how much did I add to cost?
- Margin asks, how much of the sale do I keep as profit?
- A higher markup is always needed to reach the same margin percentage.
What is the markup vs margin formula?
The markup vs margin formula is simple: markup divides profit by cost, and margin divides profit by selling price. To convert markup to margin, divide markup by 1 plus markup. To convert margin to markup, divide margin by 1 minus margin.
A 40% markup equals a 28.6% margin because 40 divided by 140 equals 28.6. A 40% margin needs a 66.7% markup because 40 divided by 60 equals 66.7.
The formulas matter most when a seller says, I need 40% profit. If that means 40% markup, the price is much lower than if it means 40% margin.
- Markup to margin: markup / (1 + markup)
- Margin to markup: margin / (1 - margin)
- Selling price from margin: cost / (1 - margin)
How do you use a markup to margin chart?
Use a markup to margin chart when someone gives you one percentage and you need the other. Read across the row: a 30% markup becomes a 23.1% margin, while a 50% markup becomes a 33.3% margin. The chart below uses a $100 cost so the dollar math is easy to check.
Adding 40% to a $100 cost creates a $140 price, $40 profit, and a 28.6% margin. That is why cost-plus pricing often looks healthier than it is.
Markup to margin chart, 5% to 50%
Percentages are pure formula conversions. Dollar columns use a $100 cost basis.
| Markup on cost | Margin on selling price | $100 cost selling price | Profit on $100 cost |
|---|---|---|---|
| 5% | 4.8% | $105.00 | $5.00 |
| 10% | 9.1% | $110.00 | $10.00 |
| 15% | 13.0% | $115.00 | $15.00 |
| 20% | 16.7% | $120.00 | $20.00 |
| 25% | 20.0% | $125.00 | $25.00 |
| 30% | 23.1% | $130.00 | $30.00 |
| 35% | 25.9% | $135.00 | $35.00 |
| 40% | 28.6% | $140.00 | $40.00 |
| 45% | 31.0% | $145.00 | $45.00 |
| 50% | 33.3% | $150.00 | $50.00 |
Should sellers use profit margin vs markup for pricing?
Use profit margin for the final pricing decision. Markup is fine for a quick quote, but margin shows how much of the selling price is left after cost. That matters because your rent, software, ad spend, refunds, and owner pay come from revenue, not from the original cost.
The better workflow is to list every real cost, choose a target margin, calculate the selling price, then check the implied markup. That gives you a price you can defend and a markup number you can compare against suppliers or competitors.
For FeeProofed calculators, margin is the planning number. The product pricing calculator starts from cost, fees, and a target margin because that is the cleanest way to protect profit before a product goes live.
- Use margin to set prices for products you plan to scale.
- Use markup to compare a supplier quote or build a quick wholesale quote.
- Use margin before running ads, because ad spend comes out of the profit left from each sale.
Is gross margin vs markup the same thing?
Gross margin and markup are not the same thing. Gross margin is gross profit divided by revenue. Markup is gross profit divided by cost. If revenue is $100 and cost is $60, gross profit is $40, gross margin is 40%, and markup is 66.7%.
Gross margin is usually the better business-health number because it tells you how much of each sales dollar is left after the cost you counted. Markup is still useful, but it should not be used as proof that a product can handle fees, discounts, or ads.
A product with a 100% markup has a 50% gross margin before extra costs. Double cost is not the same as keeping the whole sale as profit.
How do fees and discounts change margin vs markup?
Fees and discounts reduce margin because they reduce the profit left from the sale. They do not change the original cost, so a markup can look unchanged while the real margin gets worse. This is why sellers should check margin after platform fees, payment fees, shipping subsidies, and coupons.
Example: a $30 cost sold for $60 has a 100% markup before fees. Add a 6.5% selling fee, and profit falls from $30 to $26.10. The margin drops from 50% to 43.5%, even though the cost-plus markup still looks like double cost.
If a product needs ads, check break-even ROAS after margin. A product with thin margin cannot afford the same ad spend as a product with healthy margin.
- A coupon lowers selling price, so margin falls immediately.
- A percentage fee rises as price rises, so it must be included before target margin.
- A fixed fee hurts low-ticket items more because it takes a larger share of the sale.
Decision table
Which pricing number should you use?
Use markup for cost-plus quoting. Use margin when the decision depends on revenue left after the sale.
| Seller decision | Better metric | Why it works |
|---|---|---|
| Add a quick percentage to a known cost | Markup | It gives a fast cost-plus price |
| Set a product price that must cover fees | Margin | It protects profit as a share of selling price |
| Plan discounts | Margin | Discounts reduce revenue first |
| Check if ads can work | Margin | Ad spend is paid from profit left after the sale |
| Compare supplier quotes | Markup | Cost-based markups are easy to compare |
| Price a handmade product with labor | Margin | Labor, packaging, shipping, and fees all need room inside the price |
Worked examples
Examples you can compare against your own numbers
Example 1: $40 cost with 40% markup vs 40% margin
Calculator inputs: materialCost=40, packagingCost=0, laborHours=0, laborRate=0, shippingCost=0, platformFee=0, targetMargin=40.
| Cost | $40.00 | The full cost counted before profit |
|---|---|---|
| Price at 40% markup | $56.00 | $40 x 1.40 |
| Profit at 40% markup | $16.00 | $56 - $40 |
| Margin at 40% markup | 28.6% | $16 / $56 |
| Price needed for 40% margin | $66.67 | $40 / (1 - 40%) |
Takeaway: A 40% markup misses a 40% margin by $10.67 on this one product.
Open the $40 cost margin exampleExample 2: $30 handmade cost with a 6.5% selling fee
Calculator inputs: materialCost=12, packagingCost=2, laborHours=0.5, laborRate=24, shippingCost=4, platformFee=6.5, targetMargin=50.
| Total cost | $30.00 | $12 material + $2 packaging + $12 labor + $4 shipping |
|---|---|---|
| Double-cost price | $60.00 | A 100% markup before fees |
| Fee at 6.5% | $3.90 | $60 x 6.5% |
| Profit after fee | $26.10 | $60 - $30 - $3.90 |
| Margin after fee | 43.5% | $26.10 / $60 |
| Price for 50% margin after fee | $68.97 | $30 / (1 - 50% - 6.5%) |
Takeaway: A double-cost price feels safe, but the fee pulls the real margin below 50%.
Open the handmade margin exampleExample 3: $8 cost on a low-ticket product
Calculator inputs: materialCost=8, packagingCost=0, laborHours=0, laborRate=0, shippingCost=0, platformFee=0, targetMargin=50.
| Cost | $8.00 | The full unit cost counted before profit |
|---|---|---|
| Price at 75% markup | $14.00 | $8 x 1.75 |
| Profit at 75% markup | $6.00 | $14 - $8 |
| Margin at 75% markup | 42.9% | $6 / $14 |
| Price needed for 50% margin | $16.00 | $8 / (1 - 50%) |
Takeaway: On low-ticket products, a $2 gap can decide whether fixed fees or packaging wipe out the order.
Open the low-ticket margin exampleAction checklist
Before you use this number in the real business
- 1Write down the full unit cost, including materials, labor, packaging, and shipping you absorb.
- 2Decide whether the target is markup or margin before you calculate the price.
- 3Use margin for the final selling price if fees, discounts, or ads matter.
- 4Convert markup to margin before comparing two pricing ideas.
- 5Run the price through the product pricing calculator with your real inputs.
- 6Recheck the price after any fee, discount, shipping, or labor change.
Common mistakes
Mistakes that make the answer look better than reality
FAQs
Questions people ask before making the decision
Is markup the same as margin?
No. Markup is profit divided by cost, while margin is profit divided by selling price. A $40 cost sold for $60 has a 50% markup but a 33.3% margin.
What is a 50% markup in margin?
A 50% markup equals a 33.3% margin. For example, a $100 cost with 50% markup sells for $150, creates $50 profit, and keeps $50 out of $150 as margin.
What markup gives a 40% margin?
A 40% margin needs a 66.7% markup before fees. A $60 cost needs a $100 selling price because $40 profit divided by $100 revenue equals a 40% margin.
How do you convert margin vs markup?
To convert markup to margin, divide markup by 1 plus markup. To convert margin to markup, divide margin by 1 minus margin. A 30% markup converts to a 23.1% margin, while a 30% margin converts to a 42.9% markup.
Is gross margin vs markup different?
Yes. Gross margin is gross profit divided by revenue, while markup is gross profit divided by cost. If a product sells for $100 and costs $60, gross margin is 40% and markup is 66.7%.
Should I price with markup or margin?
Use margin for final pricing because it shows how much of the sale is left after cost. Use markup for quick cost-plus quoting or supplier comparisons. If fees or ads matter, margin is the safer choice.
Why does my margin drop after fees?
Margin drops after fees because fees reduce profit from the sale. A $60 sale with a $30 cost has a 50% margin before fees. Add a 6.5% selling fee, and the margin falls to 43.5%.
Sources and notes
Where the assumptions come from
Independent reference defining the difference between markup and margin and how each is calculated.
Calculator used for the target-margin examples in this guide.
How FeeProofed checks calculator formulas, assumptions, examples, and source notes.