Profit Formula

Profit formula is used to know how much profit has been made by selling a particular product. Formula for profit is majorly used for business and financial transactions. Profit arises when the selling price of any product sold is greater than the cost price (that is the price at which the product was originally bought). It should be noted that the profit and loss as a percentage is generally used to depict how much profit or loss a trader gets from a particular deal.

Profit Formula

Formula to Calculate Profit and Profit Percentage

Formulas to Calculate Profit

The Profit Formulas are given as:

Formula for Profit Profit = S.P – C.P.

Formula for Profit Percentage

\(Profit\;Percent\; Formula = \frac{Profit\times100}{C.P.}\)

Gross Profit Formula

Revenue – Cost of Goods Sold

Profit Margin Formula

\(Profit\;Margin=\frac{Total\;Income}{Net\;Sales}\)

Gross Profit Margin Formula

\(Gross\;Profit\;Margin=\frac{Gross\;Profit}{Net\;Sales}\)

Notation Used in Profit Formula

  • S.P. = Selling Price i.e. the cost at which the product is sold
  • C.P. = Cost price i.e. the cost at which the product is originally bought

Articles Related to Profit Formula

Example Question Using the Formula for Profit

Question: A shopkeeper buys watch in bulk for Rs. 20 each. He sells them for Rs. 45 each. Calculate the profit and the profit percentage?

Solution:

Given,

Selling price of the watch = Rs. 45

Cost price of the watch = Rs. 20

Now, Profit = Selling Price – Cost Price

So, profit of the watch = 45 – 20 = Rs. 25

We know the formula for profit percentage as:

Profit % = Selling Price – [(Cost Price) / Cost Price] × 100

Or, Profit % = (Profit / C.P.) × 100

So, The profit percentage of the shopkeeper will be (25 / 20) × 100 = 1.25 × 100 = 125%.

It can be said that the shopkeeper made a profit of Rs. 25 from each watch with a profit percentage of 125%.

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Practise This Question

Find the zeroes of the following quadratic polynomial:
6x2+x5