IBPS RRB Quantitative Aptitude Quiz
Here, we are providing IBPS RRB 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 (1-6): The given bar graph shows the total number of students in five different schools in two different years. Read the data carefully and answer the questions.
Q1. Total number of students in school A and C together in year 2014 is what percent more/ less than the total number of students in school A and E together in year 2016.
25%
20%
13 ⅓%
16 ⅔%
15%
Solution:
Q2. What is the ratio of average number of students in school A and B in year 2014 to average number of students in same school in year 2016?
73 : 75
71 : 75
71 : 73
69 : 73
75 : 73
Solution:
Q3. In school D, there are 55% girls in year 2014 and 62 ½% girls in year 2016. Number of boys in school D in both the year is approximately what percent of the total number of girls in same school in both the year.
65%
60%
68%
72%
75%
Solution:
Q4. Find the difference between the average of the number of students in school A, B and C in year 2016 and the average of the number of students in school B, C and D in year 2014.
20
30
25
15
10
Solution:
Q5. In school F the total number of students in year 2014 and 2016 together is 20% more than that in school E in both the year. Find the difference between the total number of students in school F and school B (both the years are taken together).
150
158
162
144
148
Solution:
Q6. Find the average of the number of students in both the years in school B, C and D.
680
720
750
700
650
Solution:
Q7. There pipes X, Y and Z can fill a tank in 12 minutes, 15 minutes and 18 minutes respectively. Only pipe Y is opened for the first 2.5 min. and then pipe Z is also opened. After 3.5 min. more pipe X is also opened. Find the approximate time taken to fill the tank?
6 min
8 min
10 min
5 min
7 min
Solution:
Q8. A, B & C can do a piece of work in 20 days, 40 days & 80 days respectively. All three start work simultaneously and after two days C left the work, after another two days B also left the work. Find the percentage of work done by A, If A working alone and complete the remaining work?
62.5%
85%
87%
87.5%
90%
Solution:
Q9. Pipe A can fill a tank in 45 hr, pipe B is 50% more efficient than A and pipe C can fill the same tank in 7.5 hr less than B. A and B opened together after X hr both pipe closed and pipe C filled remaining tank in (X + 9) hr, if the ratio between tank filled by (A + B) together to tank filled by pipe C is 1 : 2. Find the value of X ?
2 hr
4 hr
12 hr
6 hr
8 hr
Solution:
Q10. 4 boys and 8 girls completed 1/3 rd of work in 5 days. After that 3 boys & 3 girls increased, and they completed 1/3 rd more work in 3 days. If remaining work is completed in 2 days, then find how many more girls should be increased?
30 girls
90 girls
None of these
40 girls
50 girls
Solution:
Directions (11 - 15): What approximate value should come in the place of question (?) mark:
Q11. 
40
30
50
60
70
Solution:
Q12. ? × 128.09 + 1728.09 = (12.99)³ + 170.99
2
5
7
9
12
Solution:
Q13. ?³ × 15.02 + 125 % of 463.94= (38.01)² + 95.98
2
8
4
12
14
Solution:
Q14. 1267.98 + ?³ = (12.02)3 + 51.98
4
8
10
12
14
Solution:
Q15.
2164
2196
2118
2184
2124
Solution:
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