SBI CLERK Quantitative Aptitude Quiz
Here, we are providing SBI CLERK Mains Study plan as there is left not enough time to deal in details. The questions asked in the quantitative aptitude section are calculative and very time-consuming. But once dealt with proper strategy, speed, and accuracy, this section can get you the maximum marks in the examination. Following is the Quantitative Aptitude quiz to help you practice with the best of latest pattern questions.
Directions (1 – 5): Read the following graph carefully and answer the questions given below :
Percentage distribution of total number of students who completed their training from different companies. (Note: There are only male and female students.)
Percentage distribution of total number of students who completed their training from different companies. (Note: There are only male and female students.)
Q1. The number of males trained in company D is equal to the number of females trained from which company?
C
A
F
E
B
Solution:
Q2. What is the respective ratio between number of male candidates in company C and number of female candidates in company A?
11:5
15:7
13:8
2:3
3:7
Solution:
Q3. The number of males in company E is what percent of total number of students in company F?
161%
154%
145%
140%
180%
Solution:
Q4. What is the average number of male students in all companies together?
4160
4550
5030
5020
3820
Solution:
Q5. The number of males in company D is approximately what percent more or less than the number of males in company C?
50%
67%
63%
59%
54%
Solution:
Q6. A thief, after committing the burglary, started running at 12 noon, at a speed of 60 kmph. He was then chased by a policeman M who started the chase 15 minutes after the thief has started, at a speed of 65 kmph. At what time did M catch the thief?
3:30 PM
2:45 PM
4:15 PM
3:15 PM
4:00 PM
Solution:
In 15 min; 60×15/60=15 km distance travelled by thief
Police have to chase 15 km
Relative speed = 65 – 60 = 5 kmph
Time taken to catch the thief will be 15/5=3 hrs
∴ Reqd. time = 12:00 + 3hrs + 15 min = 3 : 15 PM
Police have to chase 15 km
Relative speed = 65 – 60 = 5 kmph
Time taken to catch the thief will be 15/5=3 hrs
∴ Reqd. time = 12:00 + 3hrs + 15 min = 3 : 15 PM
Q7. Akshay has agreed to mow the farm lawn, which is 40 m by 80 m rectangle. The mower mows a 2 m wide strip. If Akshay starts at one corner and mows around the lawn towards the center, approximately how many times would he go round before he has mowed half the lawn?
3
4.5
4
5
2.5
Solution:
Q8. A 180 m long train crosses another 270 m long train running in the opposite direction in 10.8 seconds. If the shorter train crosses a pole in 12 seconds, what is the speed of longer train ?
98 km/hr
96 km/hr
90 km/hr
88 km/hr
72 km/hr
Solution:
Q9. A starts from P to walk to Q, a distance of 51.75 kilometres at the rate of 3.75 km an hour. An hour later B starts from Q for P and walks at the rate of 4.25 km an hour. When and where will A meet B?
26.25 km from Q
25.50 km from Q
25.30 km from P
Can’t be determined
none of these
Solution:
Q10.
1 km/hr
2 km/hr
3 km/hr
6 km/hr
Solution:
Directions (Q11-15): In each of these questions, two equations (I) and (II) are given. You have to solve both the equations and give answer,
Q11.
if
x<y
x<y
if x≤y
if x = y, or no relation can be established between x and y
if x>y
if x≥y
Solution:
Q12.
if
x<y
x<y
if x≤y
if x = y, or no relation can be established between x and y
if x>y
if x≥y
Solution:
Q13.
if
x<y
x<y
if x≤y
if x = y, or no relation can be established between x and y
if x>y
if x≥y
Solution:
Q14.
if
x<y
x<y
if x≤y
if x = y, or no relation can be established between x and y
if x>y
if x≥y
Solution:
Q15.
if
x<y
x<y
if x≤y
if x = y, or no relation can be established between x and y
if x>y
if x≥y
Solution:
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