Quantitative Aptitude Quiz For IBPS RRB PO Prelims 2022- 22nd June

Directions (1-5): The following pie-chart shows the percentage distribution of total employee of Lenovo who like different sports activities. Each employee likes only 1 sporting activity.
Total number of employees in Lenovo = 26000

Q1. Employees who like Badminton and football together is approx. what percent of the employees who like cricket and hockey together?
(a) 77%
(b) 87%
(c) 82%
(d) 85%
(e) 91%

Q2. Find out the sum of the number of employees who likes table tennis and football together?
(a) 9500
(b) 9620
(c) 9080
(d) 9370
(e) 9450

Q3. Find out the difference between the number of employees who like Hockey and the average number of employees who likes all given 5 sports?
(a) 520
(b) 130
(c) 780
(d) 260
(e) 390

Q4. If number of employees in Lenovo company is increased by and respective percent distribution for every sport remains same, then find out the number of employees who likes football?
(a) 4160
(b) 4360
(c) 4560
(d) 4660
(e) 4760

Q5. Which sports is liked by the second highest number of employees?
(a) badminton
(b) Table tennis
(c) Cricket
(d) Hockey
(e) Football

Directions (6-10): The following pie charts shows the percentage distribution of total students selected in SSC examination and percentage distribution of total boys selected students from six different zones. Study the following pie Chart carefully and answer the given questions.

Q6. Total number of boys selected from one A & zone F together is what percentage of total number of students selected from zone A, zone C and zone F together?
(a) 44⅔%
(b) 48⅔%
(c) 50%
(d) 46⅔%
(e) 46%

Q7. Find the ratio of average number of boys selected to the average number of girls selected from all the six zones?
(a)9:5
(b)7:5
(c)5:7
(d)7:9
(e)7:13

Q8. Total number of girls selected from zone A & zone C together is What percent more or less than total number of boys selected from zone A & zone C together?
(a) 60%
(b) 63%
(c) 71%
(d) 65%
(e) 68%

Q9. Total number of girls selected from zone B, zone D and zone F together is how much more or less than the total number of boys selected from zone B & zone D together?
(a)1120
(b)1240
(c)1250
(d)1050
(e)1150

Q10. Find the sum of number of boys selected from zone B, zone C and zone E together and number of girls selected from zone A & zone D together?
(a)5840
(b)5640
(c)6090
(d)6140
(e)5680

Directions (11-15): Pie charts given below gives information about percentage distribution of total amount spent on import of five different goods and percentage distribution of total amount earned on export of six different goods. Study the graph carefully and answer the questions.

Q11. Amount earned on the export of rice is 20% of the amount spent on the import of mobile, then find the amount spent on import of palm oil if the amount earned on export of medicine is Rs. 6 cr.?
(a) Rs.6 cr.
(b) Rs.5 cr.
(c) Rs.7 cr.
(d) Rs.4 cr.
(e) Rs.3 cr.

Q12. If the average amount spent on import of Crude petroleum, gold and Copper is Rs.4 cr. more than the amount earned on the export of aluminum and Rs.7 cr. more than the amount earned on the export of rice respectively. Then find the amount earned on the export of refined petroleum?
(a) Rs.6.5 cr.
(b) Rs.5.25 cr.
(c) Rs.7 cr.
(d) Rs.4.5 cr.
(e) Rs.3.5 cr.

Q13. Find the central angle of the amount earned on the export of sugar.
(a) 18ᵒ
(b) 27ᵒ
(c) 36ᵒ
(d) 45ᵒ
(e) 54ᵒ

Q14. The total amount earned on the export of refined petroleum, aluminum and sugar together is equal to the amount spent on the import of mobiles, then find the total amount earned on exports is what percentage of total amount spent on imports?
(a) 55%
(b) 62%
(c) 50%
(d) 48%
(e) 60%

Q15. What is the ratio of amount earned on export of Rice to the amount earned on export of Medicine?
(a) 1:2
(b) 2:1
(c) 1:3
(d) 3:2
(e) 3:5

Solutions