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A shopkeeper fixes the marked price of a pair of shoes $45$ % above its cost price. What is the percentage of discount allowed to gain $16$ %?
Given:
Marked price of a pair of shoes $=45$ % above its cost price.
To do:
We have to find the percentage of discount allowed to gain $16$%.
Solution:
Let the cost price be $Rs.\ 100$
This implies,
Marked price $=Rs.\ (100+45)=Rs.\ 145$
Required gain $=16 \%$.
This implies,
Selling price S.P $= Rs. (100+16)$
$=Rs.\ 116$
We know that,
Discount $ \% = \frac{(MP – SP)}{MP} \times 100$
Discount $=MP - SP$
$= Rs.\ 145-Rs.\ 116 = Rs.\ 29$
Discount % $= \frac{29}{145}\times 100 \%$
$= 20 \%$
The percentage of discount allowed to gain $16$ % is $20 \%$.
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