Banking Exam Data Interpretation Practice Questions
Directions (1-5): Read the following information
carefully and answer the questions.
A certain number of students are in school A and they like at least one of these three sports namely Chess, Cycling and Volleyball. The number of students who like Chess is 1900 and the number of students who like all three sports is 350. The number of students who like Cycling is equal to the number of students who like Volleyball. The ratio of the number of students who like both Chess and Volleyball to the number of students who like both Chess and Cycling is 17:23. The number of students who like at least two sports is 2650 and the number of students who like only Chess is one-sixth of the number of students who like only Volleyball. The number of students who like only Chess is 100 less than the number of students who like all three sports.
1) The number of students who like only Cycling is how much more/less than the number of students who like both Volleyball and Cycling?
a) 310 more
b) 150 less
c) 240 more
d) 190 less
e) None of these
2) Find the ratio of the number of students who like Chess to the number of students who like exactly two sports.
a) 8:13
b) 11:16
c) 5:12
d) 10:7
e) 19:23
3) If the number of students who like only Volleyball in school A to school B is 5:3 and the number of students who like only Volleyball in school B is 25% of the total number of students in that school, then find the total number of students in school B.
a) 3600
b) 2400
c) 5600
d) 4200
e) None of these
4) The number of students who like sports but not Volleyball is what percentage of the number of students who like only Volleyball?
a) 130%
b) 110%
c) 150%
d) 100%
e) 120%
5) If the number of boys in school A is 1840 more than that of girls, then find the ratio of the number of boys to girls in the school.
a) 51:49
b) 24:17
c) 71:35
d) 93:47 e) None of these
Directions (6-10): Study the following information carefully and answer the questions.
The given table chart shows the difference between the number of RO and UV water purifiers sold in five different shops i.e. A, B, C, D and E and also given the ratio of the number of RO to UV water purifiers sold in these five shops.
Note:Total number of water purifiers sold = Number of RO water purifiers sold + Number of UV water purifiers sold
6) If the ratio of the number of UV water purifiers sold in Shop C to F is 5:9 and the number of RO water purifiers sold in Shop F is 20% more than that of Shop B, then find the total number of water purifiers sold in shop F.
a) 1620
b) 1080
c) 1150
d) 1440
e) 1300
7) Out of the total number of water purifiers manufactured in Shop D, 10% of RO water purifiers and 30% of UV water purifiers are unsold and the remaining are sold. Find the difference between the total number of water purifiers sold and unsold in Shop D.
a) 500
b) 360
c) 450
d) 390
e) 440
8) The number of RO water purifiers sold in Shop E is what percentage of the total number of water purifiers sold in Shop B?
a) 40%
b) 22%
c) 35%
d) 74%
e) 60%
9) Find the ratio of the number of UV water purifiers sold in Shop A to the total number of water purifiers sold in Shop E.
a) 10:7
b) 8:5
c) 11:14
d) 9:10
e) None of these
10) If the average number of UV water purifiers sold in Shop B, C and H is 720 and the ratio of the number of RO to UV water purifiers sold in Shop H is13:19, then find the sum of the number of RO water purifiers sold in Shop C and H.
a) 790
b) 880
c) 750
d) 910
e) None of these
11) The present age of A is 2 years more than two times the age of B after 2 years and the present age of C is three times the present age of B. If the sum of the present ages of A, B and C is 126 years, then find the present age of A.
a) 36 years
b) 52 years
c) 46 years
d) 38 years
e) None of these
12) A train crosses a platform of length x m in 40 seconds and the train crosses a tunnel of length (x+600) m in 1.5 minutes. Find the time taken by the train to cross an electric pole if the length of the train is 300 m.
a) 25 seconds
b) 36 seconds
b) 8:5
c) 11:14
d) 9:10
e) None of these
10) If the average number of UV water purifiers sold in Shop B, C and H is 720 and the ratio of the number of RO to UV water purifiers sold in Shop H is13:19, then find the sum of the number of RO water purifiers sold in Shop C and H.
a) 790
b) 880
c) 750
d) 910
e) None of these
11) The present age of A is 2 years more than two times the age of B after 2 years and the present age of C is three times the present age of B. If the sum of the present ages of A, B and C is 126 years, then find the present age of A.
a) 36 years
b) 52 years
c) 46 years
d) 38 years
e) None of these
12) A train crosses a platform of length x m in 40 seconds and the train crosses a tunnel of length (x+600) m in 1.5 minutes. Find the time taken by the train to cross an electric pole if the length of the train is 300 m.
a) 25 seconds
b) 36 seconds
c) 24 seconds
d) 30 seconds
e) None of these
13) Car X covers a certain distance from point A to point B in 6 hours and Car Y covers one-third of that distance between point A and point B in 2.4 hours. If the speed of Car X is 12 km/hr more than that of Car Y, then find the time taken by Car Y to cover 180 km.
a) 3 hours
b) 5 hours
c) 9 hours
d) 6 hours
e) 4 hours
14) Saru invested Rs.7800 in SI in scheme A at R% per annum for 5 years and obtained a total amount of Rs.11700. She invested the same amount in CI in scheme B at (R+10)% per annum for 2 years, then find the interest received by Saru from scheme B.
a) Rs.4387.5
b) Rs.5382
c) Rs.3432
d) Rs.1638
e) None of these
15) A man bought a handbag and a backpack together for Rs.5000 and the profit obtained from selling the handbag at a profit of 30% is the same as the loss obtained from selling the backpack at a loss of 20%. Find the profit percentage obtained, if the backpack is sold at a profit of Rs.300.
a) 25%
b) 10%
c) 30%
d) 20%
e) None of these
16) Ram invested Rs.x and Kamal invested Rs.(x+1500). The investment period of Ram and Kamal is 18 months and 1 year respectively. If the ratio of the profit share of Ram to Kamal is 5:4 and the total profit of the business is equal to the investment of Kamal, then find the profit share of Ram.
a) Rs.4500
b) Rs.6000
c) Rs.3000
d) Rs.5000
e) None of these
17) A and B alone can complete the work in 18 days and 24 days respectively and C alone can complete one-third of the work in 12 days. If they started the work together but after 4 days A left the work and C left 2 days before completion of the work, then in how many days the total work will be completed?
a) 15 days
b) 30 days
c) 12 days
d) 20 days
e) None of these
18) The total surface area of the cube is 248 cm2 more than the total surface area of the sphere and the volume of the sphere is (4312/3) cm3. Find the volume of the cube.
a) 1331 cm3
b) 2744 cm3
c) 3375 cm3
d) 1000 cm3
e) 1728 cm3
19) A boat covers 203 km downstream in 7 hours. If the difference between the downstream speed of the boat and the speed of the stream is 26 km/hr, then find the distance covered by the boat in upstream in 8 hours.
a) 184 km
b) 160 km
c) 176 km
d) 192 km
e) None of these
20) The population of city X is 40% more than that of city Y and the population of city Z is ninefifth of the population of city Y. If the difference between the population of cities X and Z is 1800, then find the population of city Z.
a) 9000
b) 8100
c) 5400
d) 7200
e) None of these
Directions (1-5):
1) Answer: B
2) Answer: E
3) Answer: A
4) Answer: C
5) Answer: D
Directions (6-10):
6) Answer: A
7) Answer: E
8) Answer: B
9) Answer: C
10) Answer: D
11) Answer: C
12) Answer: A
13) Answer: A
14) Answer: C
15) Answer: B
16) Answer: D
17) Answer: C
18) Answer: E
19) Answer: A
20) Answer: B