Practice Questions on Partnership for RBI Assistant Prelims Exam

Partnership is quite an important topic of the Quantitative Aptitude section for banking exam preparation as these kinds of questions are helpful to determine an aspirant’s mathematical efficiency and thinking capacity. As per the weightage, partnership questions have a strong weightage in the banking exam. With the upcoming RBI Assistant prelims exam on 18th Nov 2023, we have thought to share Practice Questions on Partnership for RBI Assistant Prelims Exam. These questions will help you gain a basic insight as how to go about attempting such kinds of questions.

RBI Assistant Prelims Exam Pattern

Sections	No. of Questions	Maximum Marks	Duration
English Language	30	30	20 minutes
Numerical Ability	35	35	20 minutes
Reasoning Ability	35	35	20 minutes
Total	100	100	60 minutes

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Practice Questions on Partnership for RBI Assistant Prelims Exam

Partnership:

Basics:

In a partnership, the ratio of profit shares of two different persons ‘A’ and ‘B’ is the respective ratio of the product of their investment and time period of investment.

Suppose two different persons ‘A’ and ‘B’ started a business by investing their capitals in the ratio p:q, respectively

And, the ratio of time period of investment of ‘A’ and ‘B’ is m:n, respectively,

Then, ratio of profit shares of ‘A’ and ‘B’, respectively = (p × m):(q × n)

Question 1: Karan, Charu and Kirti started a business with initial investments in the ratio 6:5:7 respectively. After one year Karan, Charu and Kirti made additional investments in the ratio 3:1:5 respectively. Find the average of the profit share of Charu and Kirti out of the total profit of Rs. 1260 after two years.

A) Rs. 210

B) Rs. 420

C) Rs. 630

D) Rs. 840

E) None of these

Question 2: John and Khaleesi started a business together with an initial investment of Rs. 6400 and Rs. 7200, respectively. After 3 months, Arya joined them with an investment 12.5% more than that of John. Find the profit share of John, if the total profit earned is Rs. 3800 after a year.

A) Rs. 960

B) Rs. 1280

C) Rs. 1420

D) Rs. 1680

E) None of these

Question 3: Sudeep and Vikram started a business together with an investment of Rs. 3200 and Rs. 4000. It is decided that 50% of the profit will be divided between them equally, and rest of the profit will be divided in the ratio of their investment. If Sudeep gets Rs. 100 less than Vikram, find the total profit (in Rs.).

A) Rs. 2000

B) Rs. 1800

C) Rs. 1600

D) 1Rs. 1200

E) None of these

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Question 4: Suresh, Vikesh and Ramesh together started a business with initial investments of Rs. 1,250, Rs. 1,750 and 2000, respectively. After one year, Suresh, Vikesh and Ramesh made additional investments of Rs. x + 650, Rs. x + 500, Rs, x + 850, respectively. Find the profit share of Vikesh out of the total profit of Rs. 3,540 after two years.

A) Rs. 650

B) Rs. 960

C) Rs. 1,180

D) Rs. 1,770

E) Cannot be determined

Question 5: Govind, Amit and Rajan started a business with initial investments in the ratio of 6:3:2, respectively. After one year, Govind, Amit and Rajan made additional investments of Rs. 1,120, Rs. 780 and Rs. 960, respectively. Find the profit share of Amit out of the total profit of Rs. 7,975 after two years.

A) Rs. 2,025

B) Rs. 2,175

C) Rs. 2,250

D) Rs. 2,500

E) Cannot be determined

Question 6: Meenu and Neha started a work together with investments of Rs. 1600 and Rs. 2400, respectively. After a year, Shivani also joined with investment of Rs. 2800. If in two years, they earned a profit of Rs. 8100, then find the profit share of Meenu.

A) Rs. 2400

B) Rs. 2800

C) Rs. 3200

D) Rs. 2000

E) Rs. 2600

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Question 7: Chaman, Gaurav and Isha started a business with initial investments of Rs. 2,100, Rs. 2,400 and Rs. 2,700 respectively. After one year, Chaman, Gaurav and Isha made additional investments of Rs. ‘x + 300’, Rs. ‘x + 200’ and Rs. ‘x + 100’ respectively. Find the profit share of Gaurav out of the total profit of Rs. 3,240 after two years.

A) Rs. 1,080

B) Rs. 1,120

C) Rs. 1,240

D) Rs. 1,460

E) Rs. 1,540

Question 8: Piyush started a business with a capital of Rs. 2000. After 4 months, Rajesh joined him with a capital, which is 20% more than the capital of Piyush. Find the profit share of Rajesh out of the total profit of Rs. 1350 at the end of one year.

A) Rs. 650

B) Rs. 720

C) Rs. 540

D) Rs. 600

E) None of these

Question 9: Rajneesh, Rakesh and Ramesh started a business with initial investments of Rs. 1,000, Rs. 1,100 and Rs. 1,250 respectively. After one year, Rajneesh, Rakesh and Ramesh made additional investments of Rs. 90, Rs. 150 and Rs. 110 respectively. Find the profit share of Ramesh out of the total profit of Rs. 3,525 after two years.

A) Rs. 980

B) Rs. 1,045

C) Rs. 1,175

D) Rs. 1,305

E) None of these

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Question 10: A and B entered into a business investing Rs. (13x + 25) and Rs. (20x – 25) for 6 months and 8 months respectively. Find the capital invested by A if profit share of B out of total profit of Rs. 2667 is Rs. 1778.

A) Rs. 1450

B) Rs. 1750

C) Rs. 1950

D) Rs. 1250

E) None of these

प्रश्न 1: Karan, Charu और Kirti क्रमशः 6:5:7 के अनुपात में प्रारंभिक निवेश कर एक कारोबार शुरू करते हैं|एक वर्ष बाद Karan, Charu और Kirti क्रमशः 3:1:5 के अनुपात में और निवेश करते हैं|दो वर्ष बाद अर्जित किए गए कुल लाभ Rs 1260 में से Charu और Kirti के लाभ के हिस्सा का औसत ज्ञात करें|

A) Rs. 210

B) Rs. 420

C) Rs. 630

D) Rs. 840

E) इनमें से कोई नहीं

प्रश्न 2: John और Khaleesi ने क्रमशः Rs. 6400 और Rs. 7200 के शुरुआती निवेश के साथ एक कारोबार शुरू किया। 3 महीने के बाद, Arya, John की तुलना में 12.5% अधिक निवेश के साथ उनके साथ जुड़ गया। John के लाभ का हिस्स ज्ञात करें एक वर्ष बाद यदि कुल अर्जित लाभ Rs. 3800 है |

A) Rs. 960

B) Rs. 1280

C) Rs. 1420

D) Rs. 1680

E) इनमें से कोई नहीं

प्रश्न 3: Sudeep और Vikram ने Rs. 3200 और Rs. 4000 के निवेश के साथ एक कारोबार शुरू किया। यह तय है कि लाभ का 50% उनके बीच समान रूप से विभाजित किया जाएगा, और शेष लाभ को उनके निवेश के अनुपात में विभाजित किया जाएगा। यदि Sudeep को Vikram से Rs. 100 कम प्राप्त हुए, तो कुल लाभ (Rs. में) ज्ञात करें ?

A) Rs. 2000

B) Rs. 1800

C) Rs. 1600

D) 1Rs. 1200

E) इनमें से कोई नहीं

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प्रश्न 4: Suresh, Vikesh और Ramesh ने मिलकर क्रमशः Rs. 1,250, Rs. 1,750 और 2000 के शुरुआती निवेश के साथ एक कारोबार शुरू किया। एक वर्ष के बाद, Suresh, Vikesh और Ramesh ने क्रमशः Rs. x + 650, Rs. x + 500, Rs, x + 850 का अतिरिक्त निवेश किया। दो वर्ष बाद Rs. 3,540 के कुल लाभ में से Vikesh के लाभ का हिस्सा ज्ञात करें ?

A) Rs. 650

B) Rs. 960

C) Rs. 1,180

D) Rs. 1,770

E) निर्धारित नहीं किया जा सकता

प्रश्न 5: Govind, Amit और Rajan क्रमशः 6:3:2 के अनुपात में निवेश कर एक कारोबार शुरू करते हैं|एक वर्ष बाद, Govind, Amit और Rajan क्रमशः Rs 1,120, Rs 780 और Rs 960 और निवेश करते हैं|दो वर्ष बाद अर्जित किए गए कुल लाभ Rs 7,975 में से Amit का हिस्सा ज्ञात करें|

A) Rs. 2,025

B) Rs. 2,175

C) Rs. 2,250

D) Rs. 2,500

E) Cannot be determined

प्रश्न 6: Meenu और Neha ने क्रमशः Rs. 1600 और Rs. 2400 के निवेश के साथ एक काम शुरू किया। एक वर्ष के बाद, Shivani भी Rs. 2800 के निवेश के साथ जुड़ गई। यदि दो वर्षों में, उन्होंने Rs. 8100 का लाभ अर्जित किया तो Meenu के लाभ का हिस्सा ज्ञात करें ?

A) Rs. 2400

B) Rs. 2800

C) Rs. 3200

D) Rs. 2000

E) Rs. 2600

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प्रश्न 7: Chaman, Gaurav और Isha ने क्रमशः Rs. 2,100, Rs. 2,400 और Rs. 2,700 के शुरुआती निवेश के साथ एक व्यवसाय शुरू किया। एक वर्ष के बाद, Chaman, Gaurav और Isha ने Rs. ‘x + 300’, Rs. ‘x + 200’ और Rs. ‘x + 100’ का अतिरिक्त निवेश किया। दो वर्ष बाद Rs. 3,240 के कुल लाभ में से Gaurav के लाभ का हिस्सा ज्ञात करें ?

A) Rs. 1,080

B) Rs. 1,120

C) Rs. 1,240

D) Rs. 1,460

E) Rs. 1,540

प्रश्न 8: Piyush ने Rs. 2000 की पूंजी के साथ एक कारोबार शुरू किया।4 महीने के बाद, Rajesh कारोबार से उस पूंजी के साथ जुड़ता है, जो Piyush की पूंजी से 20% अधिक है।एक वर्ष के अंत में अर्जित किए गए Rs. 1350 के कुल लाभ में से Rajesh के लाभ का हिस्सा ज्ञात करें?

A) Rs. 650

B) Rs. 720

C) Rs. 540

D) Rs. 600

E) इनमें से कोई नहीं

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प्रश्न 9: Rajneesh, Rakesh और Ramesh ने शुरुआती निवेश क्रमशः Rs. 1,000, Rs. 1,100 and Rs. 1,250 के साथ एक कारोबार शुरू किया | एक वर्ष के बाद, Rajneesh, Rakesh और Ramesh ने क्रमशः Rs. 90, Rs. 150 और Rs. 110 का अतिरिक्त निवेश किया।दो वर्ष के कुल लाभ Rs. 3,525 में से Ramesh के लाभ का हिस्सा ज्ञात करें?

A) Rs. 980

B) Rs. 1,045

C) Rs. 1,175

D) Rs. 1,305

E) इनमें से कोई नहीं

प्रश्न 10: A और B ने 6 महीने और 8 महीने के लिए एक कारोबार में क्रमशः Rs. (13x + 25) और Rs. (20x – 25) निवेश करते हैं।अर्जित कुल लाभ Rs. 2667 में से B के लाभ का हिस्सा Rs. 1778 है तो A द्वारा निवेश की गई पूंजी ज्ञात करें?

A) Rs. 1450

B) Rs. 1750

C) Rs. 1950

D) Rs. 1250

E) इनमें से कोई नहीं

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ANSWER KEYS and SOLUTIONS:

1) – B)	2) – B)	3) – B)	4) – C)	5) – B)	6) – A)
7) – A)	8) – D)	9) – D)	10) – E)

Solution 1: B)

Let the initial investments of Karan, Charu and Kirti are Rs. 6x, Rs. 5x and Rs. 7x respectively.

Let the additional investments of Karan, Charu and Kirti are Rs. 3y, Rs. y and Rs. 5y respectively.

Ratio of their investments = (6x + 6x + 3y): (5x + 5x + y): (7x + 7x + 5y) = (12x + 3y): (10x + y): (14x + 5y)

So the profit share of Karan = (12x + 3y)/(36x + 9y) × 1260 = (12x + 3y)/3(12x + 3y) × 1260 = 1260/3 = Rs. 420

So the average profit share of Charu and Kirti = (1260 – 420)/2 = Rs. 420

Hence, option b.

Solution 2: B)

Initial Investment of John = Rs. 6400

Initial Investment of Khaleesi = Rs. 7200

Initial Investment of Arya = 6400 × 1.125 = Rs. 7200

Ratio of share of Profit:

John: Khaleesi: Arya = (6400 × 12): (7200 × 12): (7200 × 9) = 32: 36: 27

Therefore, profit share of John = [32/(32 + 36 + 27)] × 3800 = Rs. 1280

Hence, option b.

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Solution 3: B)

Ratio of profit share:

Sudeep: Vikram = 3200: 4000 = 4: 5

Let, total profit be Rs. 4x.

So, amount received by Sudeep as profit = x + (4/9) × 2x = Rs. (17x/9)

So, amount received by Vikram as profit = x + (5/9) × 2x = Rs. (19x/9)

According to question,

(19x/9) – (17x/9) = 100

(2x/9) = 100

x = (9/2) × 100 = 450

Therefore, total profit = 450 × 4 = Rs. 1800

Hence, option b.

Solution 4: C)

Ratio of their investments = 1250 + 1250 + x + 650: 1750 + 1750 + x + 500: 2000 + 2000 + x + 850

= 3150 + x: 4000 + x: 4850 + x

So the profit share of Vikesh = {(4000 + x)/(12000 + 3x)} × 3540 = 1/3 × 3540 = Rs. 1,180

Hence, option c.

Solution 5: B)

Let the initial investments of Govind, Amit and Rajan be Rs. 6x, Rs. 3x and Rs. 2x, respectively.

So, the ratio of their profits = 6x + 6x + 1120: 3x + 3x + 780: 2x + 2x + 960 = 12x + 1120: 6x + 780: 4x + 960

Profit share of Amit = {(6x + 780)/(22x + 2860)} × 7975 = [{3(2x + 260)}/{11(2x + 260)}] × 7975

= (3/11) × 7975 = Rs. 2,175

Hence, option b.

Solution 6: A)

Total investment of Meenu in 2 years = 1600 + 1600 = Rs. 3200

Total investment of Neha in 2 years = 2400 + 2400 = Rs. 4800

Total investment of Shivani = Rs. 2800

Ratio of profit share of Meenu, Neha, and Shivani = 3200:4800:2800 = 8:12:7

Profit share of Meenu = (8/27) × 8100 = Rs. 2400

Hence, option a.

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Solution 7: A)

Respective ratio of the profits of Chaman, Gaurav and Isha = 2100 + 2100 + x + 300: 2400 + 2400 + x + 200: 2700 + 2700 + x + 100 = 4500 + x: 5000 + x: 5500 + x

So the profit share of Gaurav = (5000 + x)/(15000 + 3x) × 3240 = (5000 + x)/3(5000 + x) × 3240 = 3240/3 = Rs. 1,080

Hence, option a.

Solution 8: D)

According to the question

Ratio of profit share of Piyush and Rajesh = 2000 × 12: 2400 × 8 = 5:4

Profit share of Rajesh = 1350 × 4/9 = Rs. 600

Hence, option d.

Solution 9: D)

Ratio of investments of Rajneesh, Rakesh and Ramesh = 1000 + 1000 + 90: 1100 + 1100 + 150: 1250 + 1250 + 110

= 2090: 2350: 2610 = 209:235:261

Profit share of Ramesh = 261/(209 + 235 + 261) × 3525 = 261/705 × 3525 = Rs. 1,305

Hence, option d.

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Solution 10: E)

Ratio of profit of A to B = (13x + 25) × 6:(20x – 25) × 8 = (13x + 25) × 3:(20x – 25) × 4

According to question,

[4 × (20x – 25)]/[(13x + 25) × 3 + (20x – 25) × 4] = 1778/2667 = 2/3

2 × 3 × (20x – 25) = (39x + 75 + 80x – 100)

120x – 150 = 119x – 25

x = 125

So, amount invested by A = 13 × 125 + 25 = Rs. 1650

Hence, option e.

RBI Assistant Prelims Free Mock Test 2023

This brings us to the end of the article. So, start revising by attempting these Practice Questions on Partnership for RBI Assistant Prelims Exam.