What markup percentage means and why it matters

Markup percentage is the amount you add to what you paid for something, shown as a percentage of that cost. If you buy a shirt for $10 and sell it for $16, your markup is $6, which is 60 percent of the $10 you paid. Markup tells you how much profit you are making on each item before you account for rent, wages, or other business costs.

Markup is different from profit margin, which measures what you keep after all expenses. A 60 percent markup does not mean you keep 60 cents of every dollar — it means you are adding 60 cents to every dollar you spent on the item itself. Understanding the difference matters because markup alone does not tell you whether your business is actually making money.

Knowing your markup helps you set prices that cover your costs and leave room for profit. It also lets you compare how much you are adding to different products, so you can spot which items are priced too low or too high.

Key Takeaways

  • Markup percentage is calculated by dividing the amount you added to the cost by the original cost, then multiplying by 100.
  • The formula is: (Selling Price − Cost) ÷ Cost × 100 = Markup Percentage.
  • A 50 percent markup means you are adding half of what you paid; a 100 percent markup means you are doubling the cost.
  • Markup and profit margin are not the same — markup is based on cost, while margin is based on the selling price.

The basic markup formula

The formula for markup percentage is straightforward: take the difference between what you sell something for and what it cost you, divide that difference by the cost, then multiply by 100.

(Selling Price − Cost) ÷ Cost × 100 = Markup Percentage

For example: you buy a coffee maker for $40 and sell it for $60. The difference is $20. Divide $20 by $40 to get 0.5. Multiply 0.5 by 100 to get 50 percent. Your markup is 50 percent.

The order of the steps matters. You subtract first, then divide by the cost (not the selling price), then multiply by 100 to turn the decimal into a percentage. Skipping or reversing any step will give you the wrong answer.

Working through a real example step by step

Say you run a small online store selling handmade candles. You spend $8 on materials and labor to make one candle. You decide to sell it for $20. Here is how to find your markup percentage.

Step 1: Find the difference between selling price and cost. $20 − $8 = $12.

Step 2: Divide that difference by the cost. $12 ÷ $8 = 1.5.

Step 3: Multiply by 100 to convert to a percentage. 1.5 × 100 = 150 percent.

Your markup is 150 percent. That means for every dollar you spent making the candle, you are adding $1.50 to the price. The candle costs $8 to make and sells for $20, so you are adding $12 — which is 150 percent of $8.

Common markup percentages and what they mean

Different industries use different markups. Grocery stores often work with 20 to 30 percent markups because they sell high volume and have thin margins. Clothing retailers often use 50 to 100 percent markups. Jewelry and luxury goods may have markups of 200 percent or more.

A 25 percent markup means you are adding one quarter of the cost to the price. If something costs $100, you sell it for $125. A 50 percent markup means you are adding half the cost — a $100 item sells for $150. A 100 percent markup means you are doubling the cost — a $100 item sells for $200.

The markup you choose depends on your industry, your competition, and your overhead costs. A markup that works for one type of business may not work for another. The point of calculating it is to make sure you are pricing intentionally, not guessing.

Markup versus profit margin — why the difference matters

Many people confuse markup with profit margin, but they measure different things. Markup is based on cost. Profit margin is based on the selling price.

If you buy something for $100 and sell it for $150, your markup is 50 percent (you added $50 to a $100 cost). But your profit margin is 33 percent (you kept $50 out of a $150 selling price). The same transaction produces two different percentages because they measure from different starting points.

This matters because a 50 percent markup does not mean you keep 50 percent of the money. After you pay rent, utilities, wages, and shipping, your actual profit may be much lower. Markup tells you how much you are adding; margin tells you how much you are keeping. Both numbers are useful, but they answer different questions.

How to use markup to set prices

Once you know what markup percentage you want to use, you can work backward to find the selling price. Multiply the cost by 1 plus the markup percentage (as a decimal).

Selling Price = Cost × (1 + Markup Percentage)

If you want a 40 percent markup on an item that costs $50, multiply $50 by 1.4 (which is 1 plus 0.4). The result is $70. You would sell it for $70 to achieve a 40 percent markup.

This formula works in reverse too. If you know the cost and the selling price, you can find the markup percentage using the original formula. If you know the selling price and the markup percentage you want, you can find the cost by dividing the selling price by (1 + markup percentage).

Frequently Asked Questions

Is a higher markup always better?

Not necessarily. A high markup on items that do not sell is worthless. A lower markup on items that sell quickly and in volume may generate more total profit. You also need to stay competitive — if your markup is much higher than competitors, customers may shop elsewhere.

How do I know what markup to use for my business?

Look at what others in your industry charge. Calculate your overhead costs — rent, utilities, wages, shipping — and make sure your markup is high enough to cover those costs plus leave profit. You may use different markups for different products based on how fast they sell and how much competition exists.

Can markup percentage be more than 100 percent?

Yes. A 100 percent markup means you are doubling the cost. A 200 percent markup means you are tripling it. Luxury goods, art, and specialty items often have markups well above 100 percent. The formula works the same way regardless of how high the percentage is.

What if I know the selling price and want to find the cost?

Divide the selling price by (1 + markup percentage as a decimal). If you sell something for $100 and want a 50 percent markup, divide $100 by 1.5 to get $66.67 as the cost. Check: $66.67 plus 50 percent of $66.67 equals $100.