Question
Rs. 10000 invested for 2 years in a scheme offering
compound interest (compounded annually) of 15% p.a. gives an interest that is Rs. 25 less than the interest received on investing Rs. Y for a year at simple interest of 25% p.a.. Find the value of βYβ.Solution
Interest returned on investing Rs. 10000 = 10000(1 + 15/100)2 β 10000 = 10000(115/100)2 β 10000 = 10000(23/20)2 β 10000 = 10000{232/202)- 1} = 10000{529/400)- 1} = 10000(529 - 400)/400 = Rs. 3225 So, interest returned on investing Rs. Y for 1 year at simple interest of 25% p.a. = 3225 + 25 = Rs. 3250 Or, Y Γ (25/100) = 3250 Or, Y = 3250 Γ (100/25) Or, Y = 13000
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