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The Price Of A Jewel, Passing Through Three Hands, Rises On The Whole By 65%. If The First And Second Sellers Earned 20% And 25% Profit Respectively, Find The Percentage Profit Earned By The Third Seller? |
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Answer» LETS assume the ORIGINAL PRICE of the jewel = Rs. P and profit earned by the third seller= x%. Then, ( 100 +x )% of 125% of 120% of P = 165% of p => [ ( 100+x )/100*125/100*120/100* P ] = [ 165/100* P ] => ( 100 + X ) = (165*100*100)/(125*120) = 110, => X = 10%. Lets assume the original price of the jewel = Rs. P and profit earned by the third seller= x%. Then, ( 100 +x )% of 125% of 120% of P = 165% of p => [ ( 100+x )/100*125/100*120/100* P ] = [ 165/100* P ] => ( 100 + X ) = (165*100*100)/(125*120) = 110, => X = 10%. |
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