A bought a certain quantity of oranges at a t | vedclass

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(D) Let the total cost price $(C.P.)$ of the oranges be $₹ 1200$.The overall profit required is $10\%$,so the total selling price $(S.P.)$ must be $12

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$25$

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(D) Let the total cost price $(C.P.)$ of the oranges be $₹ 1200$.The overall profit required is $10\%$,so the total selling price $(S.P.)$ must be $1200 + (10\% 	ext{ of } 1200) = 1200 + 120 = ₹ 1320$.$A$ sold $1/3$ of the oranges at a $20\%$ loss. The cost price of $1/3$ of the oranges is $1200 / 3 = ₹ 400$.The selling price of this $1/3$ portion is $400 - (20\% 	ext{ of } 400) = 400 - 80 = ₹ 320$.The remaining oranges have a cost price of $1200 - 400 = ₹ 800$.The required selling price for the remaining oranges is $1320 - 320 = ₹ 1000$.Profit on the remaining oranges $= 1000 - 800 = ₹ 200$.Profit percentage $= (200 / 800) 	imes 100 = 25\%$.

$A$ bought a certain quantity of oranges at a total cost of $₹ 1200$. He sold $1/3$ of those oranges at a $20\%$ loss. If $A$ earns an overall profit of $10\%$,at what percent profit did $A$ sell the rest of the oranges (in $\%$)?

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