Question
G, L, and M initiated a Construction Materials business
with investments of Rs. 4500, Rs. 2700, and Rs. 3600, respectively. After 3 months, G and M each added Rs. 900 to their initial investments. At the conclusion of 9 months, L, functioning as a working partner, received a commission of 10% of the profit. The remaining profit was distributed among all three partners based on their investments. If L's total share amounted to Rs. 7260, determine the total profit received by all three partners.Solution
ATQ, Ratio of the profits received G, L and M {(4500 × 3) + (4500 + 900) × 6}:(2700 × 9):{(3600 × 3) + (4500 × 6)} = 17:9:14 Let the total profit received by G, L and M together be Rs.'a' According to the question, 10% of a + (9/40) × 90% of a = 7260 Or, 0.1a + 0.2025a = 7260 Or, 0.3025a = 7260 Or, a = 7260/0.3025 = 24000 Therefore, total profit received by G, L and M together = Rs.24000
120     119     ?     352      2464     2455
...38    40    83    254    ?     5126
 47                         54          ?             74          87          ...
21, 22, 48, 153, 628, ?
3720 3842 ? 4092 4220 4350
8 9 22 75 316 ?
...18, 32, 50, 82, 132, ?
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104   106   110   113   ?   126
13 14 22.5 ? 120 363
...
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