Question
Priya had Rs. 3000 with her. She invested Rs. βyβ at
15% p.a. simple interest for 4 years and the remaining sum at 40% p.a. compound interest, compounded annually for 3 years. If the total interest received by her is Rs. 2700, then find the value of βyβ.Solution
ATQ, Simple interest received by Priya = (y Γ 15 Γ 4)/100 = Rs. 0.6y Compound interest received by Priya = (3000 β y)(1 + 40/100)Β³ β (3000 β y) = Rs. 1.728(3000 β y) - (3000 - y) = Rs. 0.728(3000 - y) According to the question, 0.6y + 0.728(3000 β y) = 2700 Or, 0.6y + 2184 - 0.728y = 2700 Or, 2184 - 0.128y = 2700 Or, -0.128y = 2700 - 2184 Or, -0.128y = 516 Or, y = 516 / 0.128 = 4025
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