a Shopkeeper buys a commodity for ₹ 760 .At what price should he sell it in order to make a profit of 12.5%?.
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Answered by
3
QUESTION :
- a Shopkeeper buys a commodity for ₹ 760 .At what price should he sell it in order to make a profit of 12.5%?.
GIVEN :
- Shopkeeper buys a commodity = ₹ 760
- profits = 12 .5 %
to find :
- what price should he sell it in order to make a profit of 12.5% = ?
solution :
cost price of commodity = ₹ 760
profits = 12.5 percentage
- selling price = 100 + profits percentage /100 × cost price
- selling price = (100 +12.5) / 100 × 760
- selling price = 112.5/100 × 760
selling price = 855
so, shopkeeper profits = rs 855
knowledge required :
all formula :
CP = ( SP ×100 ) / ( 100 + % profit)
SP = CP [ 1 + ( Gain % x 100) ]
SP = CP [ 1 – ( %Loss x 100) ]
Selling Price = Profit + Cost Price
Selling Price = Cost Price – Loss
Answered by
24
Answer:
Question :
A shopkeeper buys a commodity for ₹ 760. At what price should he sells it in order to make a profit of 12.5%?.
Given :
- Cost Price = ₹760
- Profit percent = 12.5%
To Find :
- Selling Price
Using Formula :
Where :-
- SP = Selling Price
- P% = Profit percentage
- CP = Cost Price
Solution :
Finding the Selling Price to make a profit of 12.5%.
Hence, the selling price will be Rs.8550 to make 12.5% profit.
Learn More :
Where :-
- ➤ P = Profit
- ➤ L = Loss
- ➤ P% = Profit%
- ➤ L% = Loss%
- ➤ C.P = Cost Price
- ➤ S.P = Selling Price
- ➤ M.P = Marked Price
Aryan0123:
Awesome :)
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