Ratio of shares of A, B, C = 26000 : 34000 : 10000 = 13 : 17 : 5
? B's share = Rs. 3500 x (17/35) = Rs. 1700
Let C's capital = Rs. x
Then B's capital = Rs. 3x and A's capital = Rs. 6x
? Ratio of capital of A, B, and C = 6x : 3x : x = 6 : 3 : 1
Let C's capital = Rs.N Then B's capital = Rs. 4N
? 2(A's capital) = 3 (B's capital) = 12N
? A's capital = 6N
? A : B : C = 6N : 4N : N = 6 : 4 : 1
? C's share = Rs. 5940 x (1/11) = Rs. 540
? 30000/N = 2/3
? 2N = 90000
? N = 45000
Ratio of their shares = (6000 x 12) : (4000 x 6) = 3 : 1
? Madhu's share = Rs.5200 x (1/4)
Let C's share = Rs. N
Then B's share = Rs. N/2
and A's share = Rs. N/4
? A : B : C = N/4 : N/2 : N = 1 : 2 : 4
Hence C's share = Rs. 700 x (4/7) = Rs. 400
C's share = Rs. 550 x (4/11) = Rs. 200
Ratio between the investment of Subodh and Nepal = (45000 x 12) : (30000 x 8)
= 540000 : 240000 = 9 : 4
Total profit = Rs. 13000
? Subodh's share = 9/(9 + 4) x 13000 = Rs. 9000
? Nepal's share = 13000 - 9000 = Rs. 4000
? Required difference = 9000 - 4000 = Rs. 5000
Ratio between the investment of Rakesh and Vinod = (70000 x 12) : (180000 x 4)
= 840000 : 720000
= 7 : 6
Hence, profit sharing ratio = 7 : 6.
Ratio of share = Ratio of 1 day's work = 1/20 : 1/25 : 1/30 = 15 : 12 : 10
? A's share = Rs. 2220 x (15/37) = Rs. 900
B's share = Rs. 2220 x (12/37) = Rs. 720
? A's share exceeds B's share = Rs. 180
Ratio between the investment of Alok and Chandan
= (75000 x 12) : (60000 x 9)
= 900000 : 540000
= 90 : 54 = 5 : 3
Total profit = Rs. 16000
? Chandan's share = [3/(5 + 3)] x 16000
= Rs. 6000
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