A fruit seller buys mangoes at ₹260 per dozen. His overhead expenses per dozen of mangoes is ₹20. At what price should he sell to make a profit of 15% on his outlay
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In order to get 15% profit the fruit seller needs to sell them for Rs. 322
Given:
A fruit seller buys mangoes at ₹260 per dozen.
His overhead expenses per dozen of mangoes is ₹20.
To find:
At what price should he sell to make a profit of 15% on his outlay
Solution:
Given the cost of dozen mangoes = ₹260
Overhead expenses per dozen of mangoes is ₹20
The total cost that seller spent on Mangoes = 260 + 20 = ₹ 280
Let's assume that the seller sold the mangoes at Rs x and gained a 15% profit on selling
As we know
Selling Price = {(100 + Gain%)/100} × CP
The selling price, x = {(100 + 15%)/100} × 280
= {(115)/100} × 280
= 322
Therefore,
In order to get 15% profit the fruit seller needs to sell them for Rs. 322
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