Quantitative Aptitude Questions (Partnership) for SBI Clerk 2018 Day- 115

Dear Readers, SBI is conducting Online preliminary Examination for the recruitment of Clerical Cadre. preliminary Examination of SBI Clerk was scheduled from June 2018. To enrich your preparation here we have providing new series of Partnership – Quantitative Aptitude Questions. Candidates those who are appearing in SBI Clerk Prelims Exam can practice these Quantitative Aptitude average questions daily and make your preparation effective.

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1. P, Q and R enter into a partnership by investing Rs. 5200, Rs. 7500 and Rs. 6300 respectively. After 4 months, P invested Rs. 1300 more and Q withdraw the whole amount. And after 5 months, R withdraws Rs. 1300 and at the same time Q enters into a partnership by investing Rs. 10000. Find the difference between the shares of P and R, if the total profit at the end of the year is Rs. 92025?

1. Rs. 560
2. Rs. 410
3. Rs. 535
4. Rs. 495
5. None of these

2. The ratio of investment of Arun, Banu and Chitra is 1: 2: 3. After 4 months, Arun invested the same amount as before but Banu and Chitra withdraw half of their investment. Find the ratio of the profit of Arun, Banu and Chitra?

1. 7 : 3 : 9
2. 5 : 4 : 6
3. 12 : 9 : 7
4. 9 : 7 : 5
5. None of these

3. A, B and C started a business by investing Rs. 27000, Rs. 32000 and Rs. 36000 respectively. After 4 months, A invested Rs. 7000 and at the same time C withdraws Rs. 6000. Find the share of B at the end of the year, if the total profit is Rs. 73472?

1. Rs. 24576
2. Rs. 19452
3. Rs. 21584
4. Rs. 23118
5. None of these

4. P and Q invested in the ratio of 5:8. The profits are divided in the ratio of 3:8. If P has invested for 6 months, then Q invested for?

1. 11 months
2. 8 months
3. 10 months
4. 7 months
5. None of these

5. Pari, Yuva and Saaru started a business by investing Rs. 12000, Rs. 18000 and Rs. 22000 respectively. After 6 months, Saaru withdraw the full amount and Pari and Yuva invested Rs. 5000 and Rs. 8000 more respectively. Find the share of Saaru, if the total profit at the end of the year is Rs. 42940?

1. Rs. 7558
2. Rs. 9944
3. Rs. 10056
4. Rs. 8182
5. None of these

6. Priya, Sakthi and Ramesh started a business by investing Rs. 75000, Rs. 90000 and Rs. 65000 respectively. After 5 months, Priya invested Rs. 15000 more and Sakthi withdraw 20 % of initial investment. And after 3 months, Ramesh invested 24 % of initial investment more. Find the share of Sakthi, if the total profit at the end of the year is Rs. 210105?

1. Rs. 65540
2. Rs. 87820
3. Rs. 90170
4. Rs. 71550
5. None of these

7. A, B and C invested in the ratio of 5: 4: 6. After 4 months, A invested the 20 % of initial investment more, C withdraw 1/3 of the initial investment. Find the total profit at the end of the year, if the share of C is Rs. 72800?

1. Rs. 223600
2. Rs. 215400
3. Rs. 202800
4. Rs. 187500
5. None of these

8. Rajiv, Prakash and Surya started a business by investing Rs. 7800, Rs. 9500 and Rs. 10200 respectively. After 3 months, Rajiv withdraws 15 % of the initial investment and Prakash and Surya invested 20 % and 25 % more than the initial investment. Find the share of Surya, if the total profit at the end of the year is Rs. 59920?

1. Rs. 25135
2. Rs. 22095
3. Rs. 24225
4. Rs. 21375
5. None of these

9. Moni, Sree and Ranji started a business by investing Rs. 75000, Rs. 90000 and Rs. 85000 respectively. After 5 months, Moni invested 20 % more than the initial investment and Ranji withdraw the whole amount. And after 3 months, Sree invested Rs. 6000 and at the same time Ranji entered into a business with Rs. 50000. Find the share of Sree, if the total profit at the end of the year is Rs. 131232?

1. Rs. 50178
2. Rs. 51320
3. Rs. 52992
4. Rs. 48324
5. None of these

10. Shankar invested one- third of the investment for three-fourth of total period and Kavi invested two- fifth of the investment for one fourth of the total period and Silambu invested the remaining amount for 4 months. Total profit at the end of the year is Rs. 23700. Find the share of Kavi?

1. Rs. 5400
2. Rs. 6200
3. Rs. 6800
4. Rs. 5900
5. None of these

 Answers:

1. Answer d

The shares of P, Q and R

= > [5200*4 + 6500*8]: [7500*4 + 10000*3]: [6300*9 + 5000*3]

= > 72800: 60000: 71700

= > 728: 600: 717

2045’s = 92025

1’s = 45

The difference between the shares of P and R = (728 – 717)’s

= > 11’s = Rs. 495

2. Answer b

The share of Arun, Banu and Chitra

= > [1*4 + 2*8]: [2*4 + 1*8]: [3*4 + (3/2)*8]

= > 20: 16: 24

= > 5: 4: 6

3. Answer a

The share of A, B and C

= > [27000*4 + 34000*8]: [32000*12]: [36000*4 + 30000*8]

= > 380000: 384000: 384000

= > 95: 96: 96

Total profit = Rs. 73472

287’s = 73472

1’s = 256

The share of B = 256*96 = Rs. 24576

4. Answer c

Investment ratio = 5:8

Profits = 3:8, P has invested for 6 months.

Ratio of Profit = 5*6: 8*x = 30: 8x

According to the question,

30/8x = 3/8

X = 10 months

5. Answer b

The share of Pari, Yuva and Saaru

= > [12000*6 + 17000*6]: [18000*6 + 26000*6]: [22000*6]

= > 174000: 264000: 132000

= > 29: 44: 22

95’s = 42940

1’s = 452

The share of Saaru = 22*452 = Rs. 9944

6. Answer d

The share of Priya, Sakthi, Ramesh

= > [75000*5 + 90000*7]: [90000*5 + 90000*(80/100)*7]: [65000*8 + 65000*(124/100)*4]

= > 1005000: 954000: 842400

= > 1675: 1590: 1404

4669’s = 210105

1’s = 45

The share of Sakthi = 1590’s = Rs. 71550

7. Answer a

The share of A, B and C

= > [5*4 + 5*(120/100)*8]: [4*12]: [6*4 + 6*(2/3)*8]

= > 68: 48: 56

= > 17: 12: 14

14’s = 72800

1’s = 5200

Total profit = 43’s = Rs. 223600

8. Answer c

The share of Rajiv, Prakash and Surya

= > [7800*3 + 7800*(85/100)*9]: [9500*3 + 9500*(120/100)*9]: [10200*3 + 10200*(125/100)*9]

= > 83070: 131100: 145350

= > 2769: 4370: 4845

11984’s = Rs. 59920

1’s = 5

The share of Surya = 4845*5 = Rs. 24225

9. Answer c

The share of Moni, Sree and Ranji

= > [75000*5 + 75000*(120/100)*7]: [90000*8 + 96000*4]: [85000*5 + 50000*4]

= > 10005000: 1104000: 625000

= > 1005: 1104: 625

Total profit = Rs. 131232

2734’s = 131232

1’s = 48

The share of Sree = 1104*48 = Rs. 52992

10. Answer a

Let the total investment be x,

The ratio of profit of Shankar, Kavi and Silambu,

= > [(1/3)x * (3/4)*12] : [(2/5)x * (1/4)*12] : [(4/15)x * 4]

= > 3x: (6/5)x: (16/15)x

= > (9/4): (6/5): (21/20)

= > 45: 18: 16

Total profit = Rs. 23700

79’s = 23700

1’s = 300

The share of Kavi = 18’s = 200*18 = Rs. 5400

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