Reasoning Practice Paper for SBI Clerk 2014
(Based on Venn Diagrams)Directions for Questions 1 to 3: The questions are based on the data given below.
In a class of 150 students 55 speak English, 85 speak Hindi and 30 speak neither English nor Hindi.
1) How many speak both English and Hindi ?

- 10
- 120
- 20
- 45
2) How many speak only Hindi ?
- 85
- 55
- 95
- 65
3) How many speak at least one of the two languages from English & Hindi ?
- 110
- 120
- 130
- 100
Directions for Question 4 to 7: The questions are based on the data given below.
In a class, 70 students passed in Mathematics. 50% of the students passed in English. 25% of the students passed in both and 5% of the students passed in neither Mathematics nor English ?
4) How many students are there in the class ?
- 93
- 145
- 100
- 140
5) How many students passed in only one subject ?
- 75
- 53
- 80
- 70
6) How many students failed in at least one subject ?
- 5
- 25
- 50
- 75
7) What is the ratio of the number of students who passed in English to that in Mathematics ?
- 1:1
- 2:3
- 5:7
- 10:9
Directions for question 8 to 11: The questions are based on the data given below.
In a class there are 70 students. For every 3 students playing Cricket there are 4 students playing Hockey. For every 6 students playing Cricket there are 2 students playing both Cricket and hockey and 2 students playing none.
8) How many students play only Hockey ?
- 38
- 30
- 24
- 12
9) How many students play Both ?
- 10
- 15
- 18
- 12
10) If the students who play both Cricket and Hockey stop playing Cricket, then what percentage of the total number of students play Cricket ?
- 50%
- 571/7%
- 66
- 284/7%
11) If 50% of those playing only Hockey stop playing Hockey and start playing Cricket, what is the ratio of number of students playing Hockey to those playing cricket ?
- 3:4
- 2:5
- 5:6
- 5:9
Direction for Question 12 to 15: The questions are based on the data given below ?
In a survey of 150 readers it has been found that 75 read newspaper A, 90 read newspaper B and 70 read newspaper C. 40 read A and B; 35 read B and C; 30 read A and C and 10 read all the three.
12) How many respondents read none of the newspapers ?
- 30
- 20
- 10
- 40
13) How many read exactly two newspapers ?
- 75
- 105
- 95
- 85
14) How many read exactly one newspaper /
- 35
- 55
- 235
- 120
15) How many read neither A nor B ?
- 45
- 70
- 110
- 25
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