# Quant Quiz for IBPS Clerk MAINS 2021| 12 Fab 2021

## Quant Quiz for IBPS Clerk MAINS 2021

Quant Quiz to improve your Quantitative Aptitude for SBI Po & SBI clerk exam IBPS PO Reasoning , IBPS Clerk Reasoning , IBPS RRB Reasoning, LIC AAO ,LIC Assistant  and other competitive exam.

Direction (1 -5): Table given below shows the total number of players in different sports Academy and percentage of Football players in each Academy. Study the following table carefully and answer the questions based on it.
Note: There are only two games played in each Academy i.e., Football and Cricket and each player plays only one game

Q1. Number of cricket players in ‘L’ and ‘M’ sports Academy together is what percent of the number of Football players in ‘N’ sports Academy?
1. 152%
2. 147 ¼ %
3. 132%
4. 136 ¼ %
5. 142 ⅔%
Q2. Average number of cricket players in ‘N’ and ‘X’ sports Academy together is how much more/less than the average number of Football players in ‘K’ and ‘Y’ sports Academy together?
1. 54
2. 62
3. 72
4. 68
5. 84
Q3. Number of males playing cricket in ‘N’ sports Academy is 40% more than the number of females playing same game in same sports Academy & males playing cricket in ‘X’ sports Academy is 240.Find total number of females playing cricket in ‘N’ and ‘X’ sports Academy together?
1. 154
2. 168
3. 142
4. 148
5. 164
Q4. 14 2/7% of football players left sports Academy ‘L’ & joined sports Academy ‘M’. Find the new ratio of cricket players in sports Academy ‘M’ to Football players in sports Academy ‘M’?
1. 88 : 51
2. 51 : 88
3. 83 : 53
4. 53 : 83
5. 81 : 53
Q5. If ratio of male to Female players in sports Academy ‘X’ playing cricket is 1 : 2 and ratio of female to male playing same game in sports Academy ‘L’ is 3 : 4 then, males players playing cricket in sports Academy ‘X’ are what percent of females playing cricket in sports Academy ‘L’?
1. 207%
2. 231⅓%
3. 223%
4. 217⅔%
Direction (6 -10):  Read the information given below and answer the following questions. Data given below is the number of employees distributed in different departments in year 2017.
There are four departments in an organization, i.e., (HR, Marketing, Accounts and Operations). There are total of 205 employees in the organization.
· (HR + Marketing + Accounts): Total female employees in HR and Marketing are 45. Ratio of total employees in HR, Marketing and Accounts department is 4 : 9 : 2. Number of females in Marketing is five more than number of females in HR.
· Operations: Total number of employees in Operations is 55 and males in Operations are one-sixth of total males in all departments. Females in Operation department are 15 more than total employees in Accounts department.

Q6. If in year 2018, total number of males in all departments and total no. of females in all departments increases by same number ‘x’ and ratio of total male to total female in 2018 is 4 : 3, then find the value of ‘x’.
1. 45
2. 40
3. 20
4. 10
5. 35
Q7. Total employees in Marketing department is approximately what percent of total employees in all departments.
1. 55%
2. 32%
3. 49%
4. 44%
5. 60%
Q8. What is the ratio of no. of males in Accounts department to female in HR department?
1. 3 : 4
2. 9 : 11
3. 1 : 5
4. 7 : 10
5. None of the above.
Q9. What is the difference between no. of total employees in Marketing and Operations department?
1. 50
2. 35
3. 10
4. 25
5. 5
Q10. Female employees in HR & Operations department together are what percent more or less than males in HR & Operations department together?
1. 23.5%
2. 37.5%
3. 28.5%
4. 32.5%
5. 40.5%

### Solutions

Q1. Ans(4)
Q2.Ans(2)
Q3. Ans(4)
Q4.Ans(1)
Q5.Ans(5)
Sol. (6 -10):
Let total employees in HR, Marketing and Accounts department be 4x, 9x & 2x respectively.
Let numbers of female employees in HR department be y.
So, number of female employees in Marketing department = y + 5
ATQ,
y + y + 5 = 45
2y = 40
y = 20
And, 4x + 9x + 2x + 55 = 205
15x = 150
x = 10
Hence, number of female employees in Operations department = 2 × 10 + 15 = 35
Now,
Male employees in Operations department = 55 – 35 = 20
Male employees in HR department = 4x – y = 40 – 20 = 20
Male employees in Marketing department = 9x – (y + 5)
= 90 – 25 = 65
Now,
Let male employees in Accounts department be ‘a’.
Hence, female employees in Accounts department = 2x – 15 = 20 – 15 = 5
Q6. Ans(3)
Q7.Ans(4)
Q8. Ans(1)
Q9. Ans(2)
Required difference = 90 – 55 = 35
Q10. Ans(2)

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