Raman gave 50% of his savings of 126150 to his wife and divided the remaining sum among his two sons Aman and Bhusan of 15 and 13 years of age respectively. He divided it in such a way that each of his sons, when they attain the age of 18 years, would receive the same amount at 5% compound interest per annum. The share of Bhusan was
Amount given to sons = 126150 × (1/2) = 63075 Amount given to Bhusan = x (let) Therefore, Amount given to Aman = (63075 – x) A = P [1 + (R/100)]T = (63075 - x) [1 + (R/100)]3 = x [1 + (R/100)] 5 = (63075 – x) = x [1 + (R/100)]2 (63075 – x) = x [1 + (5/100)]2 (63075 – x) = x [1 + (1/20)]2 (63075 – x) = x (21/20)2 (63075 – x) = 441x/400 63075 = (441x + 400x)/400 x = (63075 x 400)/841 = Rs 30,000
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