Markup Calculator

Free markup calculator: find selling price, markup, margin, cost, and profit. Enter any two values to solve for the rest, with a markup-to-margin table and cost-vs-profit chart.

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Finance

Corporate Finance

Markup Calculator

Free markup calculator: find selling price, markup, margin, cost, and profit. Enter any two values to solve for the rest, with a markup-to-margin table and cost-vs-profit chart.

Markup Calculator

Your numbers

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Enter any two of cost, markup, margin, selling price, and profit. The calculator fills in the rest.

Price a batch of units

Enter a quantity to see the total cost, total revenue, and total profit across the whole order.

Chart

Show the cost-vs-profit chart

Split the selling price into the part that covers your cost and the part that is profit.

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Markup is the amount added to a product's cost price in order to determine the selling price charged to customers. It is often expressed as a percentage of the purchase price and is one of the most commonly used numbers when setting prices by sales and store managers. This calculator allows you to calculate this number from different perspectives.

Enter any two of the following values: cost, markup percentage, profit margin, selling price or profit and the remaining results will be displayed instantly. If you enter the cost and the markup percentage, you'll get the price to charge. If you enter the cost and the selling price, you can check the actual markup percentage and profit margin applied. If you enter the selling price and desired profit margin, you can determine the maximum allowable cost.

What is a markup percentage?

The markup percentage is the ratio of profit to cost. The profit is the difference between the selling price and the cost. For example, if a product is purchased for $80 and sold for $100, then the profit is $20. This profit of $20 compared to the cost of $80 gives a percentage of 25%, which is the markup percentage.

This concept is the core of the cost-plus pricing model, one of the most common pricing strategies. A certain percentage is added to the unit price. About three-quarters of companies use this method because it's quick to calculate and ensures that costs are covered on each sale.

Markup percentage formula:

The markup rate is the value obtained when the profit is divided by the cost and then expressed as a percentage.

Markup=Selling priceCostCost×100%\text{Markup} = \frac{\text{Selling price} - \text{Cost}}{\text{Cost}} \times 100\%

The profit itself is the difference between the selling price and the cost.

Profit=Selling priceCost\text{Profit} = \text{Selling price} - \text{Cost}

If the cost and desired markup rate are already known, then a formula can be rearranged to find the price that should be charged.

Selling price=Cost×(1+Markup)\text{Selling price} = \text{Cost} \times \left(1 + \text{Markup}\right)

Say the cost of a particular component is $50 and the goal is to have a markup of 50%. The price would be $75, which is equal to 50 times 1.5, and the profit would be $25. If the markup rate were increased to 100%, then the price would double to $100. This is because a markup of 100% means that the profit equals the cost.

The difference between markup and profit margin, plus reasons for confusion:

Both the markup rate and profit margin represent the same amount of profit but are based on different values. The markup rate is the value that results when the profit is divided by cost, while profit margin is the same amount of profit divided by selling price. Because the selling price is always higher than cost, the percentage for profit margin will always be lower than the percentage for the markup rate for a given sale.

Let's go back to the $50 cost item that sold for $75. The $25 profit is 50 percent of the $50 cost, which represents a 50 percent markup. However, the same $25 profit is only 33.3 percent of the $75 selling price, resulting in a 33.3 percent gross margin. Mistaking these two situations for being equivalent can be an expensive mistake for small businesses to make, as it can lead to unintentionally underpricing their products or services.

Both values can be converted to each other without using U.S. dollars.

Margin=Markup1+MarkupMarkup=Margin1Margin\text{Margin} = \frac{\text{Markup}}{1 + \text{Markup}} \qquad \text{Markup} = \frac{\text{Margin}}{1 - \text{Margin}}

The table below shows some typical values to show how big the difference between the two options will be when you improve them step by step.

Multiple

Markup

Margin

1.25x

25%

20%

1.5x

50%

33.3%

2x

100%

50%

2.5x

150%

60%

4x

300%

75%

5x

400%

80%

How to manually calculate a markup.

We calculate the product cost. Please consider all of the costs involved in preparing the product for sale. Subtracting the cost from the selling price will give you the profit. Divide the profit by the cost and multiply that result by 100 to convert it into a percentage. For example, if a product has a cost of $40 and is sold for $50, then the profit would be $10. Since 10 divided by 40 equals 0.25, the markup would be 25 percent.

The strike as a multiplier.

Retailers and wholesalers often talk about markups in multiples rather than percentages. A business that marks up by a factor of 2.5 sells all items for two-and-a-half times the cost, which is equivalent to a 150 percent markup. The number 2.5 is so common in fashion retailing that it has become something of a standard. An item costing $100 to make will eventually be sold in stores for $250.

Markup determination

The margin must not only cover the cost of the product. Before a real profit is made, the price has to cover rent, salaries, software, transport costs, payment fees and all other indirect operating expenses that are necessary for the company to run. A too low margin will only cover the cost of the product and cannot support the whole company. A too high margin will cause customers to switch to cheaper competitors.

Cost-plus pricing is the simplest method and can be effective when competitors have similar costs and use the same cost structure. The blind spot of this method is customers. It ignores the actual price that people are willing to pay. If prices are set only based on markup, products that sell poorly may have a price higher than market value. Conversely, potential profits may be missed if customers would be willing to pay more. In combination with competitor pricing and the perceived value of buyers, this does not serve as a complete strategy but rather a reliable benchmark for minimum prices. A consultant who charges $300 per hour is an example of this method of pricing. The price is not set on a fixed cost factor per unit of time but depends on the value that the product or service offers.

Typical mark-ups by industry

There is no one markup that applies to all industries but retailers within the same industry often have similar structures and therefore operate in a similar range. The following figures are only rough guidelines. Actual values will depend on cost of goods, location, and competition.

Industry

Typical markup

Equivalent margin

Grocery and food retail

5 to 25%

5 to 20%

Electronics retail

5 to 30%

5 to 23%

Construction and contracting

15 to 30%

13 to 23%

Furniture and home goods

40 to 75%

29 to 43%

Clothing and apparel

50 to 150%

33 to 60%

Restaurants (food cost basis)

185 to 260%

65 to 72%

A high markup does not guarantee a high profit. Restaurants often have the highest food markups but after deducting rent, staff costs and waste, the industry's profit margins are notoriously low. There are also some products where the markup looks unusually high compared to other products. The average cinema popcorn markup is about 1275 percent while bottled water sometimes exceeds a 4000 percent markup.

When is a profit margin useful and where are its limits?

The profit margin is a quick, honest and easy-to-understand way to calculate. For this reason it is often used as the first number in pricing. It helps avoid selling below cost and can be easily extended from individual products to an entire catalog of products. However, it does not take into account demand. If you rely only on profit margin, then slow-moving products may be priced too high while fast moving ones may miss out if customers are willing to pay more. In combination with competitor prices and the value buyers are actually looking for, it can provide a good basis for setting minimum prices but is not a complete strategy.

The table below shows the meaning of each element and example values.

Field

Meaning

Example

Cost

What the item costs you (COGS)

80

Selling price

What you charge (revenue)

100

Profit

Selling price minus cost

20

Markup

Profit as a percent of cost

25 percent

Margin

Profit as a percent of price

20 percent

This calculator is for educational and planning purposes only and does not constitute financial or accounting advice. When determining actual prices, consider indirect costs, taxes, discounts, and the market you are selling to. Double check each figure with your own records before setting a price.

Frequently asked questions

How to calculate profit markup?

Profit is calculated by subtracting the cost from the selling price. This profit is then divided by the cost and multiplied by 100. For a product with $40 in costs and a $50 selling price, the profit would be $10. The markup is found by dividing 10 by 40, which results in a 25 percent markup.

What's The Difference Between Markup And Margin?

Both measure the same profit, but they use different reference points. The markup is the percentage of profit relative to cost and is used for pricing. The margin is the percentage of profit relative to sales price and is used to assess profitability. For the same product, the percentage of markup will always be higher than the percentage of margin.

How do you figure out selling price from cost and markup?

Multiply the cost by the factor that is the markup in decimal form plus one. If the cost is $40 and the markup is 50 percent, then the formula would be: Multiply 40 by 1.5 to get a selling price of $60. This calculator will instantly calculate the value once you enter the cost and the markup.

What does a 100 percent markup mean?

It means that a product is sold for twice its cost. A markup of 100 percent equates to the profit being equal to the cost, so a product with a $20 cost would be sold for $40. Please note: A 100 percent markup equates to only a 50 percent margin because the $20 profit is half of the $40 selling price.

What is an appropriate markup?

There is no one right answer as this depends on the industry, cost of goods and competitive landscape. The markup for food items is usually around 15 percent while clothing can sometimes be over 150 percent. The goal is to set a markup that covers overheads and desired profits but also aligns with competitor prices.

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Disclaimer: This calculator is provided for general informational and educational purposes only. Our calculators are under active development, and results may be inaccurate, incomplete, or unsuitable for your situation. Always verify the figures independently and seek advice from a qualified professional before relying on them. We make no warranties and accept no liability for any loss or decision arising from use of this tool.

References

  1. Investopedia: Markup

    Markup in pricing strategy and how it differs from gross margin.