See Also:

Margin vs Markup

Markup Percentage Calculation

Retail Markup

Gross Profit Margin Ratio Analysis

Net Profit Margin Analysis

# Margin Percentage Definition

Gross margin defined is Gross Profit/Sales Price. All items needed to calculate the gross margin percentage can be found on the income statement. The margin percentage often refers to sales or profitability which may help lead to several key understandings about the company’s business model as well as how successful the company is at maintaining its cost structure to gain the proper amount of sales. Analysis of margins within a business is often useful in controlling the price in which you need to sale as well as a control on the cost associated to make the sale. Look at the following margin percentage calculation process.

**NOTE: Want the Pricing for Profit Inspection Guide?**

**It walks you through a step-by-step process to maximizing your profits on each sale. Get it here!)**

## How to Calculate Margin Percentage

In this example, the gross margin is $25. This results in a 20% gross margin percentage:

**Gross Margin Percentage = (Gross Profit/Sales Price) X 100 = ($25/$125) X 100 = 20%**

Not quite the “margin percentage” we were looking for. **So, how do we determine the selling price given a desired gross margin?** It’s all in the inverse…of the gross margin formula, that is. By simply dividing the cost of the product or service by the inverse of the gross margin equation, you will arrive at the selling price needed to achieve the desired gross margin percentage.

For example, if a 25% gross margin percentage is desired, then the selling price would be $133.33 and the markup rate would be 33.3%:

Sales Price = Unit Cost/(1 – Gross Margin Percentage) = $100/(1 – .25) = $133.33

Markup Percentage = (Sales Price – Unit Cost)/Unit Cost = ($133.33 – $100)/$100 = 33.3%

## Margin Percentage Calculation Example

Look at the following margin percentage calculation example. Glen charges a 20% markup on all projects for his computer and software company which specializes in office setup. Glen has just taken a job with a company that wants to set up a large office space. The total cost needed to set up the space with computer and the respective software is $17,000. With a markup of 20% the selling price will be $20,400(see markup calculation for details). The margin percentage can be calculated as follows:

Margin Percentage = (20,400 – 17,000)/20,400 = 16.67%

Using what you’ve learned from how to calculate your margin percentage, the next step is to download the free Pricing for Profit Inspection Guide. Easily discover if your company has a pricing problem and fix it.

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I have been given this calculation at work: (to get 15% of GP) I have to divide the cost price by 0.85. So, if I am needing to get 20% of GP, what would I divide the cost price by?

You would divide by 0.80 (1-.20 = .80)

I have a question. If 1 unit cost me $12 and I was to retail it for $25 what is the markup percentage?

For markup you always check how profit relates to cost. So you simply divide your profit by your cost. (25-12)/ 12 = 108.33%

@ Daniel, your calc. is incorrect because you divided by the cost (12) not the gross profit (13). You have to divide profit (13) by the selling price (25) to get your margin. Therefore, 13/25 = 52% margin (not 108%)

Hi

Sales figure is 10,000, included in sales are goods on sales which cost 480, and which have been charged out with profit added at 20 percent as sales price.

How do I calculate the new selling figure

Ben, the correct calculation is:

Price = 25

Cost = 12

Profit = 25-12=13

to get margin you divide PROFIT into Selling Price and multiply by 100.

= 13/25 =.52 x 100 = 52%

@Kevin you are correct that 52% is the Margin but (1) Ben was asking for the Mark-Up % and (2) Daniel provided him with correct calculation. Mark-up being 108%.

Superb Formula. Thankx. Very much useful.

How do you calculate 15% margin on a landed cost of 100. Thanks

I want a 100% margin. How do I ascertain the Selling Price if so?

to achieve a 100% margin, your cost would have to be zero.

IE; 100% of the sell price is profit.

You want 100% markup I think, not 100% margin

what about the taxes I incur on my selling price? Like say VAT. Where are these accounted?

I am here

how to calculate this margin

Rp 205

Cost 124

30% Discount And 25-4 free

How I could calculate de M%, what is the formula that I can use for this… M% is Margin percent or Markup percent… Iam so confuse!

Try using the margin calculator we built, hope it helps!

I have to get this example right… they give me only that information:

Unit price 1.99

Box cost 17.55

Box Q. 12

Margin=? I can’t Find it

M%=? I can’t find it

Box Selling price = 1.99 x 12 = 23.88

Box Cost price = 17.55

Margin = 6.33 (23.88 – 17.55)

Margin % =26.5% (6.33/23.88)

How to calculate sales business acumen sales how to get the percent the gross margin dollar that would equal to cents

What is a 200% markup of $25

75

I have a querry, I supply my product to a shop on a 50% margin working,

They ran an offer of 50% off on MRP on a discount sharing of 50% each.

in this case what will be my margin if original MRP is 100.

How do I know the unit cost? In the example is 100 but what is the formula to obtain this value?

Am staring a new business but I don’t know how to put prices on my products?

For example

The wholesale price is $5,52 incl vat

So how do I calculate the unit price,what percentage should I use?

So I came across this question

“The goods are sold at a margin of 20% of sale price.”

Now if cost is 112500, how can we calculate sale price?

as cost increases margin decreases right? for example, products i sell that cost me 20 i can retail for 40 but a item that cost me 100 probably won’t sell for 200. is there a rule of thumb to use as a guide as cost increases?

If I have a customer that wants 25% margin and the sell price is fixed at 9.99 how do I work out a cost price for them?

9.99 x 0.25 =2.4975 (rounded = 2.50)

9.99 – 2.50 = 7.49

to check if your answer is correct you go

7.49 / 0.75 = 9.986′ (rounded = 9.99)

OR

(2.50 / 9.99) x 100 = 25.03%

If I have a mix of Fixed and Variable costs (% of sales), what is the formula to achieve 20% profit margin? [Sum (Fixed Costs) / (1-sum(variable %)] = Breakeven; But dividing Breakeven by (1 – 0.20), doesn’t give me the 20%; probably due to variable %s.

Hi

Sales figure is 10,000, included in sales are goods on sales which cost 480, and which have been charged out with profit added at 20 percent as sales price.

How do I calculate the new selling figure

Hi, I need to determine how to keep a retailer margin whole after running a promotion.

Example:

Product cost to retailer :$10

Product margin: 30%

Normal selling price $14.29

Please provide the calculation to determine how much we would need to fund to keep the retailer margin % whole given the promo sale price and fund the markdown.

Thanks !!

Please assist me by explaning this to me:

Your gros profit margin is 16%, the cost price is R2000 work out what is the selling price, profit value and mark up %

Sales Price=(cost/(1-Desired Margin)

=2000/.84

=2380

Profit =380

Markup =380/2000*100

= 19%

An unit 100 +5% tax 105 is purchased now want to sale it with 5%margin, what will be selling price

How do I calculate unit cost without knowing the quantity? I have the Total Cost (for the specific item) and the related Total Retail or Selling Price. Is there a way to calculate the Quantity using this data? If not, is there another piece of information that is needed?

Can anyone have knowledge for the question below?

Sale price = 20

Cost = 15.61

Volume incentive 6%

Commercial discount 8.10%

THUS: Net cost price before dc fee and distribution cost is =>>

15.61-6%-8.1% = 13.48

Dc fee = 1.08

Distribution cost = 0.2

Wat is back margin% and wat is front margin%

DC = distribution center

Would this be correct?

I want 40% in GP (1-0.40=0.60)

My cost is 24.14 for an item

24.14/ 0.60 = 14.48

Hi Steven

I have a question please

I am studying and am busy with a calculation that just does not make sense to me.

They only give me 2 figures

Retailer Cost Incl Vat 4681.60 and the gross margin of 16.2/3 now i am left with the calcultaion of Selling Price GP and Provit amount .

Kind Regards

Jeanne

What is the formula for profit when you are given markup and sales only

Hi, i have cost of product, desired margin and discount. how can i calculate the price of product?

I have total 11 products….10 products overall margin is 14% on 11th product margin is 33% so overall margin how to calculate..??

Pls I have a cost of production as 99920 how can I arrived at a selling price

Product 1 has a ₹100 price and 25% profit

margin, product 2 has ₹70 price and 30% margin. How do u determine which product is best

If the cost of a product is NGN100, and you want a Gross Margin of 20%, what will the selling price be?

If the cost of an item is $14.97 and I sell it for $35.38, the profit is $20.41.

I have other items with different costs but I want to maintain the same percentage margin as the first item.

The cost of the other items is;

$16.64

$19.92

$22.94

Thanks,

A product having MRP 36 rs and provide 5 percentage margin to distributor and 10 percentage to retailer.Then at what price the distributor and retailer get the product?

What about selling below purchase price?

Example: cost 370$, sale price 1$

How to calculate margin and margin %?

I work for a Germany and they want me to forecast revenue/sales. I put together a forecast as I have done in the past. I also prepared a WIP by dividing incurred costs by estimated, arrived at my percentage of completion, then multiplied by contract value to get revenue that I should be recognizing.

However, they keep saying that I have to use effective margin to get my forecasted revenue. They claim that I need to use the margin at the end of the year (2018), then account for estimated costs and to arrive at a revenue/sales forecast. This is not making sense to me as I believe you need to account for Percentage of completion to forecast future revenue.

Can anyone help with this problem.