MCQ: Partnership - 1 - SSC CGL MCQ

Bharti’s share of profit = 2/3
Thus Rahul’s share of profit = 1 – 2/3 = 1/3
Hence profit sharing ratio of Rahul and Bharti = 1/3 : 2/3 = 1 : 3

Rahul’s share of capital = 1/4
So, Bharti’s share of capital = 1 – 1/4 = 3/4

Now let Bharti’s capital was used for y months
Therefore, one month equivalent capital of Rahul = 1/4 × 15 = 15/4
And one month equivalent capital of Bharti = 3/4 × y = 3y/4

So, 15/4/3y/4 = 1/2
=> y = 10 (option ‘B’) 

Given, Investment of P = Rs.28000
Duration of P = 8 months
Hence,
Total investment amount of P = Rs.28000 x 8
Investment of Q = Rs.42000
Duration of Q = 12 months
Hence, Total investment amount of Q = Rs.42000 x 12

Ratio of profits = Ratio of investments 
Given, Total profit = Rs.21125

Ratio of investments = Ratio of profits
Let the profits of K, L and M be Rs.15x, Rs.20x and Rs.27x respectively....
Total profit = Rs.15x+Rs.20x+Rs.27x = Rs.62x
Given, Rs.62x = Rs.10230 => x = Rs.165
Then, The difference between share of K and L = Rs.20x – Rs.15x = Rs.5x = Rs.5*165 = Rs.825...

Investment of A = Rs.28000
Duration of A = 8 months
Total investment of A = Rs.28000 × 8
Investment of B = Rs.42000
Duration of B = 12 months
Total investment of B = Rs.42000 × 12
Ratio of profits = Ratio of investments 
Therefore, Profit of B 

Let the investment of A and B be 3x and 8x
Investment of C = (3/4)8x = 6x
Ratio of their profits will be 3x*12:8x*12:6x*8...
= 3:8:4
C’s share = 24000
(4/15)*x = 24000
x = 90000...

Investment by X = Rs. 171,000 and by Y = Rs. 243,000
=> Ratio of profits at the end of year
X’s share in the profit = Rs. 3800

=> Ans – (A)

Ratio of profits = Ratio of investments = 14000 : 18000 : 24000 = 7 : 9 : 12
Let the profit of A, B and C be Rs.7x, Rs.9x, Rs.12x respectively.
Total profit = 7x+9x+12x = Rs.28x
Given, 28x = 25480
Therefore, Profit of A and B together = Rs.7x+9x = Rs.16x

Investment of Teena = Rs.24000
Duration of Teena = 8 months
Total investment of Teena = Rs.24000 x 8
Investment of Reena = Rs.28000
Duration of Reena = 10 months
Total investment of Reena = Rs.28000 x 10
Investment of Sheena = Rs.20000
Duration of Sheena = 12 months
Total investment of Sheena
Ratio of profits = Ratio of investments = ...

Given, Total profit = Rs.25810...

Investment of Sumit = Rs.45000
Duration of Sumit = 1 year
Investment of Ravi = Rs.81000
Duration of Sumit = 1 year
Investment of Puneet = Rs.90000
Duration of Puneet = 1 year
Ratio of profits = Ratio of investments...

Given, Total profit = Rs.4800 30% of total profit donated to charity
Amount donated to charity = 30% of Rs.4800 = Rs.1440...
Remaining amount = Rs.4800-1440 = Rs.3360
Let the profits of Sumit, Ravi and Puneet be Rs.5x, Rs.9x and Rs.10x respectively....
Total profit = Rs.5x+9x+10x = Rs.24x...
Given, 24x = 3360 => x = 140 Therefore, Profit of Sumit = 5x = 5*140 = Rs.700.

let the investments made by A and B be 4x and 5x ratio of their profits is 4x*12+5x*10=48x:50x =24:25
B’s share (25/49)*49000 = Rs 25000