Let B's capital be Rs. x.
Then,
=> 14x = 126000
=> x = 9000.
Ratio of investments of A, B & C = 2×6+4×6 : 3×12 : 4×12
= 36 : 36 : 48
= 6 : 6 : 8
But given that the annual profit of B is Rs. 3000
=> 6 ratio = 3000
Then for the total annual profit of partners is
20 ratio = 3000 x 20/6 = 10,000.
Let C = x. Then, B = x + 5000 and A = x + 5000 + 4000 = x + 9000.
So, x + x + 5000 + x + 9000 = 50000 <=> 3x = 36000 <=>
x = 12000.
A : B : C = 21000 : 17000 : 12000 = 21 : 17 : 12.
A's share = Rs. (35000 * 21/50 ) = Rs. 14,700.
Suppose Y invested Rs. y. Then 40000/y = 2/3 or y = 60000 .
Ratio of their shares = (35000 * 8) : (42000 * 10) = 2 : 3.
Reena's share Rs. 31570 * (2 / 5) = Rs. 12628.
Aman : Rakhi : Sagar = (70000 x 36) : (105000 x 30) : (140000 x 24) = 12 : 15 : 16.
P : Q = 85000 : 15000 = 86 : 15 = 17 : 3 .
Ratio of investments of A, B & C =>
Share of C = 1530
Share of B = 765
Share of A = 1020
A : B : C = 7 : 8 : 11.
Hire charges paid by B = Rs. (520 * 8/26) = Rs. 160.
Let the ratio amount be 'p'
7p - 3p = 2700
4p = 2700
p = 675
R's Share = 675 × 6 = Rs. 4050
Let O's share = Rs. P
=> N's share =
M's share =
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