John bought a total of 16 Mangoes and Oranges. Each Mango costs 80 cents and each orange costs 60 cents. If the average price of the 16 mangoes and oranges that John originally purchased was 65 cents, then how many oranges needs to return to raise the average price of his purchase to 72 cents? Choose the most appropriate option: A) 4 B) 5 C) 6 D) 7 E) 10
Let number of mangoes be x, number of oranges be 16-x   0.80x +(16-x)0.60/16 = 0.65   solving for x, we get x = 4 --&gt; Mangoes 4, Oranges 12   Now, number of oranges to be returned be y   0.80*4 + (12-y)*0.60/16-y = 0.72   solving for y, y = 10   Ans:10
<result>E</result>
John bought a total of 16 Mangoes and Oranges. Each Mango costs 80 cents and each orange costs 60 cents. If the average price of the 16 mangoes and oranges that John originally purchased was 65 cents, then how many oranges needs to return to raise the average price of his purchase to 72 cents?