Profit and loss Formulas
We are going to share Profit and loss Formulas for the student who is studying in the class of 5, 6, 7, 8, 9, 10, 11, and 12. In math, Profit and loss is a very important topic which is helping to improve scores in the exam. If you want to become very intelligent in math then you should remember the Profit and loss Formulas to resolve Profit and loss related problems. If you have any questions related to the Profit and loss please let me know through the comment and mail. There are millions of students looking for Profit and loss formulas that why we shared Profit and loss formulas below.
- Profit = \( Selling \;Price – Cost \;Price \)
- Loss = \( Cost \;Price – Selling \;Price \)
- Profit Percentage = \( \frac{Profit}{Cost \;Price} \times 100 \)
- Loss Percentage = \( \frac{Loss}{Cost \;Price} \times 100 \)
- Selling Price = \( \frac{(100 + Profit Percentage)}{100} \times Cost \;Price \)
- Selling Price = \( \frac{(100 – Loss Percentage)}{100} \times Cost \;Price \)
- Cost Price = \( \frac{100}{(100 + Profit Percentage)} \times Selling \;Price \)
- Cost Price = \( \frac{100}{(100 – Loss Percentage)} \times Selling \;Price \)
- Discount = \( Market \;Price – Selling \;Price \)
- Selling Price = \( Market \;Price – Discount \)
- For false weight, profit percentage will be P% =
\( (True weight – \frac{false weight}{false weight}) \times 100 \) - When there are two successful profits say X% and Y%, then the net percentage profit equals to
\( \frac{(X+Y+XY)}{100} \) - When the profit is X% and loss is Y%, then the net % profit or loss will be:
\( \frac{(X-Y-XY)}{100} \) - If a product is sold at X% profit and then again sold at Y% profit then the actual cost price of the product will be:
CP = \( [100 \times 100 \times \frac{P}{(100+X)(100+Y)}] \) - If a product is sold at m% loss and then again sold at n% loss then the actual cost price of the product will be:
CP = \( [100 \times 100 \times \frac{P}{(100-X)(100-Y)}] \) - If P% and L% are equal then, P = L and %loss = \( \frac{P^2}{100} \)
Summary of Profit and loss Formula
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