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Partnership Questions

Home > Quantitative Aptitude > Partnership > General Questions
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Choose the correct option.

Anirudh, Harish and Sahil invested a total of Rs.1,35,000 in the ratio 5:6:4 Anirudh invested has capital for 8 months. Harish invested for 6 months and Sahil invested for 4 months. If they earn a profit of Rs.75,900,then what is the share of Sahil in the profit?

ARs. 12400

BRs. 14700

CRs.13200

DRs. 15800

Explanation:

Anirudh invest for 8 months,haris invested for 6 and
sahil for 4 months in the ratio of 5:6:4

so ratio = 5*8 : 6*6 : 4*4
=> 40:36:16
=> 10:9:4

So sahil's profit=(4/23)*75900 = 13200

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X and Y started a business together. If X invested Rs. 16,000 for 8 months and Y invested some amount in the business for 4 months. If Y claims 2/7 of the total profit earned. How much money was invested by Y?

ARs. 10500

BRs. 11900

CRs. 12800

DRs. 13600

Explanation:

Lets assume the total profit = Rs. T
so Y part = 2*T/7 and
X part = T - 2*T/7 = 5*T/7
X, Y ratio
=> X : Y = 5*T/7 : 2*T/7 = 5 : 2
Y invested Rs.P

so (16000 * 8) / (P * 4) = 5/2
=> P = (16000 * 8 * 2) /(5 * 4)
=> P = Rs. 12800

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Choose the correct option.

Three partners A, B, C start a business. Twice A's capital is equal to thrice B's capital and B's capital is four times C's capital. Out of a total profit of Rs. 16,500 at the end of the year, B's share is:

A5000

B6000

C4000

D5500

Explanation:

Let C capital = x. so B capital = 4x

2 *(A capital) = 3 * 4x
=> A's capital = 6x
So A : B : C = 6x : 4x : x = 6 : 4 : 1

So, B's capital = Rs. [16500 * 4/11] = Rs. 6000.

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Choose the correct option.

A, B and C enter into a partnership and their shares are in the ratio 1/2 : 1/3 : 1/4. After 2 months, A withdraws half of his capital and after 10 months, a profit of Rs. 378 is divided among them. What is B's share ?

A144

B169

C225

D339

Explanation:

Ratio of their initial investments = (1/2 : 1/3 : 1/4) = 6 : 4 : 3.

Let their initial investments be 6x, 2x and 3x respectively.

A:B:C = (6x*2 + 3x*10):(4x*12):(3x*12)
= 42:48:36 = 7:8:6

So B's share = Rs.(378*8/21) = Rs.144

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Choose the correct option.

If Rs 510 be divided among A, B, C in such a way that A gets 2/3 of what B gets and B gets 1/4 of what C gets, then their shares are respectively:

ARs 65, Rs 90, Rs 360

BRs 150, Rs 300, Rs 60

CRs 60, Rs 90, Rs 300

DRs 60, Rs 90, Rs 360

Explanation:

A per the question:
A = 2/3 B and B = 1/4 C
=> A/B = 2/3 and B/C = 1/4
Or A:B = 2:3 and B:C = 1:4 = 3:12
=> A:B:C = 2:3:12
So, A's share = 510 * 2/17 = Rs 60
B's share = 510 * 3/17 = Rs 90
C's share = 510 * 12/17 = Rs 360.

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Choose the correct option.

A, B and C started a business with capitals of Rs 8000, Rs 10000 and Rs 12000 respectively. At the end of the year, the profit share of B is Rs 1500. The difference between the profit shares of A and C is?

ARs. 400

BRs. 600

CRs. 450

DRs 700

Explanation:

As per the question:
Ratio of investments of A, B and C is 8000 : 10000 : 12000 = 4 : 5 : 6
Given, profit share of B = Rs. 1500
5 parts out of 15 parts = Rs. 1500
Difference between the profit share of (A,C) = 6 - 4 = 2 parts
So, required difference = 2/5 *(1500) = Rs 600

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Choose the correct option.

Anil and suresh started a business with Rs.50,000 and 40,000 respectively. After 6 months Rakesh joined them with capital of Rs.60,000 They got a profit of Rs.6000, then profit of Rakesh is

ARs. 1500

BRs. 3000

CRs. 2000

DRs. 1000

Explanation:

anil : suresh : Rakesh = 50,000*12 : 40,000*12 : 60,000*6 = 5:4:3
Given, total profit = Rs. 6,000
so, rakesh's share of profit = (3/12)*6000 = Rs. 1500

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Choose the correct option.

A and B invested money together in a business and share of capital of A is 1/4th that of B. If they incur a loss of Rs.500 then loss for B is

A400

B300

C200

D100

Explanation:

Let the amount investment of B = Rs. X
Investment of A = 1/4 of B = (1/4)x
Ratios of investment of A and B = 1/4 x : x = x : 4x

Loss for B = [ 4 / (1+4) ] * 500 = (4/5) * 500 = Rs. 400

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Choose the correct option.

A and B joined a patnership busines. In which A invested Rs. 10,000 for 6 months and B invested Rs. 6000 for 8 months. If they earn a profit of Rs. 3000. find A's share in the profit.

ARs. 2500

BRs. 1500

CRs. 1000

DRs. 1667

Explanation:

A and B share ration = 10,000*6 " 6000*8 = 60000:48000=15:12
So, A's share= 15*3000/(15+12) = Rs. 1667

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Choose the correct option.

Sudhir started a business with Rs.30,000 and after 8 months Ravi joined him with Rs.60,000. If they get a profit of Rs.28000 then ratio of their shares will be

A3:2

B2:3

C4:3

D3:4

Explanation:

Ravi joined 8 months after => (12-8) = 4 months
Sudhir:Ravi = 30,000*12 : 60000*4
=> 36 : 24 = 3:2

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