Question
Rohan invests some money in two schemes A and B
offering compound interest at 15% p.a. and 20% p.a. respectively. At the end of two years, the interest received from scheme B is Rs.822 more than that from scheme A. The initial amount invested in scheme B is 20% more than that in scheme A. Find the compound interest earned from scheme A.Solution
ATQ, For scheme A, Principal = 5x, Rate = 15%, Time = 2 years For scheme B, Principal = 6x, Rate = 20%, Time = 2 years Given difference in interest = 822 822 = [6x(1 + 20/100)Β² β 6x] β [5x(1 + 15/100)Β² β 5x] = 6x(1.44 β 1) β 5x(1.3225 β 1) = 6x(0.44) β 5x(0.3225) = 2.64x β 1.6125x = 1.0275x 1.0275x = 822 x = 800 Principal in scheme A = 5x = 5 Γ 800 = Rs. 4000 CI from scheme A = 4000[(1.15)Β² β 1] = 4000(1.3225 β 1) = 4000 Γ 0.3225 = Rs. 1290
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