InterviewSolution
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A Tradesman's Prices Are 20% Above C.p. He Allows His Customers Some Discount On His Bill And Makes A Profit Of 8%. The Rate Of Discount Is? |
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Answer» Let the Cost Price(C.P) be Rs. 100 Given,tradesman's prices are 20% above C.P => Marked Price (M.P) = 20% more than C.P => M.P = Rs. 120 Given,profit = 8% => Selling price (S.P) = 8% more than C.P => S.P = Rs. 108 Rate of Discount = {(M.P - S.P) / M.P} * 100% = {(120 - 108) / 120} * 100% = (12 / 120) * 100% = 10 % Thus,Rate of Discount = 10%. Let the Cost Price(C.P) be Rs. 100 Given,tradesman's prices are 20% above C.P => Marked Price (M.P) = 20% more than C.P => M.P = Rs. 120 Given,profit = 8% => Selling price (S.P) = 8% more than C.P => S.P = Rs. 108 Rate of Discount = {(M.P - S.P) / M.P} * 100% = {(120 - 108) / 120} * 100% = (12 / 120) * 100% = 10 % Thus,Rate of Discount = 10%. |
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