Dear Readers, SBI is conducting Online preliminary Examination for the recruitment of Clerical Cadre. preliminary Examination of SBI Clerk was scheduled from March 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) Shamili and Kamal enter into a business with the capital of Rs.5000 and y% of Shamili’s capital respectively. After 5 months, Shamili and kamal sheds their capital by 20%, find the value of ‘y’ if the profit received by Shamili and Kamal is Rs.5000 and Rs.6000 respectively
2) A and B invests Rs.12000 and three-fifth of A’s capital in a business respectively. After some months B left the business and again another 3 months later, C joins with them with four-fifth of B’s capital. At the end of a year total profit is divided in the ratio of 5:1:1 then find how many months B in the business
3) Ramu and Ranjith enter into a business with a capital of Rs.1200 and Rs.3200 respectively. A increases his capital by Rs.600 at the end of every 3 months and B increases his capital by Rs.800 at the end of every 4 months. What is the profit ratio at the end of a year?
4) P, Q and R enter into a partnership with a capital of Rs.360, Rs.180 and Rs.240 respectively. After 3 months all of them increased 10% of their capital. And After another 3 months, all they reduced by 20% of their capital. Find the total profit if Q received two-third of total profit
5) P, Q and R start a business with the capital of Rs.2000, Rs.3000 and Rs.5000. After some months Q left the business and after another 3 months R also left the business. Find how many months Q in the business if their profit ratio is 8:3:10
6) A invests two-fifth of the capital for 4 months, B invests two-fifth of the capital for 5 months and C invests remaining capital in remaining months. If the share is divided equally, then whose loss percentage is maximum?
7) A invests three-fifth of the capital for three-fifth of the months, B invest one-fourth of the remaining capital for one-fourth of the remaining month and C invests the remaining capital for remaining months. Find the share of A if the total profit of Rs. 55200
8) A and B enter into a partnership with the capital of Rs.2000 and X% of A’s capital respectively. After 4 months, A and B invest additional amount of Rs.2000 and Rs.3000 respectively, find the value of ‘x’ if A received 10/19 of total profit
9) Kalai, Pavi and Shruthi enter into a business with the capitals are in the ratio of 4:5:6. After 3 months Kalai, Pavi and Shruthi increased their capital by 10%, 20% and 25% respectively. What is the difference between the share of Pavi and Kalai if the total profit of Rs. 6870?
10) A and B enter into a partnership with the capitals are in the ratio of 4:5. After some months C joins with them at x% of B’s capital and received two-seventh of total profit. At the end of a year total profit Rs. 8100, in how many months C in the business
Explanation:
1) Answer a
Lets take capital of Kamal be x
Given,
(5000*5+5000*4/5*7): (x*5+x*4/5*7)= 5000: 6000
Simplify the above equation, we get x= 6000
Required percentage = 6000/5000 *100=120%
2) Answer e
Given,
12000*12: 7200*x: 5760*(12-(x+3)) = 5:1:1
144000/ 7200x = 5/1
Simplify the above equation, we get x=4 months
3) Answer e
Given,
Profit ratio of Ramu and Ranjith
=(1200*3 + 1800* 3 + 2400* 3 + 3000*3) : (3200*4 +4000*4 + 4800 *4)
= 25200: 48000=21:40
4) Answer d
The given data is insufficient to answer the question
5) Answer c
Profit ratio = (2000*12): (3000*x): (5000*(12-(x+3))) = 8:3:10
Profit ratio of P and Q = (2000*12): (3000*x) =8:3
Simplify the above equation, we get x= 3 months
6) Answer b
Profit percentage of A, B and C = (2/5*4): (2/5*5) : (1/5 *3)=8:10:3
Profit ratio (equal) =1:1:1
Required percentage = {(10/21 – 1/3)/ (10/21)} *100 =30 %
If the share is divided equally, then B has 30 % loss.
7) Answer b
Given,
Profit ratio of A, B and C
= (3/5*3/5) : (1/10*1/10) : (3/10*3/10)
= 36:1:9
A’s share = 36/46 *55200 =Rs.43200
8) Answer d
Let’s take capital of B be x.
A and B’s profit ratio = (2000*4+4000*8): (x*4+(x+3000)*8)= 10:9
Simplify the above equation, we get x= 1000
Required percentage =1000/2000 *100=50%
9) Answer a
Let us assume kalai, pavi and shruthi’s initial capital as, 4000, 5000 and 6000.
Profit ratio of Kalai, Pavi and Shruthi
= (4000*3+4400*9): (5000*3+6000*9): (6000*3+7500*9)
=172:230:285
Required difference = (58/687)*6870=Rs. 580
10) Answer d
The given data is insufficient to answer the given question.
This post was last modified on June 12, 2021 5:39 pm