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# Quantitative Aptitude Quiz for Prelims Exams- SBI & IBPS 2020- 6th December

Directions (1-5): Table given below shows total number of employees (in % out of total employees) working in given companies. Study the data carefully and answer the following questions

Total employees in A = 1200
Total employees in B = 800
Total employees in C = 900

Q1.Total number of employees whose age is 30 and above in company â€˜Câ€™ is what percent more than total number of employees who age is 40 and above in company â€˜Aâ€™.
(a) 50%
(b) 37.5%
(c) 25%
(d) 12.5%
(e) 10%

Q2. Total number of persons in company â€˜Bâ€™ whose age is 30 and above but less than 40 is how much more than total number of person in company â€˜Aâ€™ whose age is 40 and above but less than 50.
(a) 60
(b) 80
(c) 100
(d) 120
(e) 140

Q3.Find the ratio between total number of employees in company â€˜Câ€™ whose age is 30 and above but less than 50 to total number of employees in company â€˜Aâ€™ whose age is 30 and above but less than 50.
(a) 9 : 8
(b) 1 : 2
(c) 3 : 4
(d) 4 : 3
(e) 1 : 4

Q4. Total number of person in company â€˜Bâ€™ whose age is 40 and above is what percent of the total number of person in company â€˜Aâ€™ whose age is 50 and above.
(a) 50%
(b) 0%
(c) 200%
(d) 100%
(e) 150%

Q5. Total number of person in company â€˜Aâ€™ whose age is less than 40 is how much more/less than total number of person in company â€˜Bâ€™ whose age is less than 50.
(a) 80
(b) 160
(c) 40
(d) 120
(e) 200

Directions (6-10): Study the bar-graph carefully & answer the following questions.
Bar-graph given below shows the percentage of total defective cars sold out of total cars sold by four different shops. Total cars sold by four shops = 1200. Ratio between cars sold by X : Y : Z : K = 1 : 3 : 2 : 4

Q6. Defective cars sold by shops Y & K together are how much more/less than total non-defective cars sold by shop Z?
(a) 124
(b) 178
(c) 194
(d) None of these
(e) 168

Q7. Non-defective cars sold by shop X is approximately what percent of defective cars sold by shop K?
(a) 52%
(b) 44%
(c) 36%
(d) 64%
(e) 58%

Q8. Find the average number of defective cars sold by all the shops together?
(a) 128
(b) 112
(c) 108
(d) 132
(e) 106

Q9. Find the ratio between 2/3rd of cars sold by shop X & K together to total non-defective cars sold by shop Y & Z together?
(a) None of these
(b) 60 : 61
(c) 55 : 56
(d) 50 : 51
(e) 20 : 21

Q10. If 25% of defective cars sold by shop Y are returned back to the same shop, then find total cars which are sold (defective and non-defective) by shop Y?
(a) 388
(b) None of these
(c) 288
(d) 324
(e) 333

Directions (11-15): Read the pie chart carefully to answer the following questions.
Pie chart shows the percentage distribution of people who plays different outdoor sports.

Q12. Male playing Football is 10 times of female playing Basket Ball and difference between male and female playing Basket Ball is 1350. Find number of male playing Football is how much more than the number of female playing Football (if ratio of male to female playing Basket Ball is 17 : 8).
(a) 7000
(b) 8000
(c) 5000
(d) 6000
(e) 9000

Q14. Average of male playing Badminton, Hockey and Basket Ball is 2880 and that of females playing these sports is 4320. Ratio of male to female playing Hockey and Basket Ball is 2 : 3 and 17 : 8 respectively. Find the ratio of male to female playing Badminton.
(a) 5 : 6
(b) 2 : 7
(c) 5 : 11
(d) 3 : 4
(e) 1 : 2

Q15. When 1800 players each from Volley Ball and Football shifted to Cricket, then percentage of players playing Cricket becomes 38% of the total players playing all the sports. Find total number of players playing Badminton and Hockey together.
(a) 11000
(b) 12190
(c) 11770
(d) 12020
(e) 13950

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