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If your Gross Profit is 12.5% of Selling Price, that means your Cost of Goods Sold is 87.5% of Selling Price.

1/.875 = 1.143

So you need a 14.3% markup to achieve a 12.5% Gross Profit.

Example: Cost = $100

Selling Price = $100 x 1.143 = $114.30

Gross Profit = $114.30 - $100.00 = $14.30

14.30/114.30 = 12.5%

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Q: What mark up to make 12.5 percent gross profit?
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What is the average profit margin for a small company?

When we speak of margin we are referring to the fact that we are comparing the profit as a fraction of net sales (Turnover). It is usually referred to as the gross profit margin and one must not confuse this with gross profit mark-up which is expressing gross profit as a percentage of the cost price of goods sold. Naturally the average is the result that we achieve when we compare the gross profit for one year with the Turnover of the same year and express it as a percentage.


Is it common for a service company to charge eighteen percent on everything even their labor?

No. 18% is very low. Most companies will want to make 35 - 50% Gross Profit on parts and 65 - 80% on labor. So you would charge $100 for a part which costs $60; and charge $100 for an hour's labor when you pay the employee $25/hr. Even a law firm or accounting firm will mark up labor by more than 18%, although their gross profit on labor (hours) will not be as high as other industries.


The cost of an item is Rs 12.60 If the profit is 10 percent over selling price what is the selling price?

Cost = 12.6010% markupPROPER Math for MARK UP: 12.6 divided by 0.9 = 14.00The math is done this way so if you reduce the price by 10% you get to your original cost (close anyway)


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How do you find the cost inventories on the 25 percent mark up?

If a product is purchased for 100 and 25% mark-up is added then the selling price will be 125.Therefore cost for inventory purposes can be calculated by finding cost as a percentage of selling (100/125 x 100 = 80%)or for any percentage mark-up1-(m/(1+m))where m= markup1-(.25/(1+.25)) =0.8 or 80%

Related questions

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How much per cent above the cost price should a shopkeeper mark his goods so as to earn a profit of 26 percent after allowing a discount of 10 percent on the marked price?

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