Question 1: 

132.29%
112.29%
103.57%
105.55%
109.39%

Question 2: 

21: 19
20: 19
21: 17
21: 20
23: 20
The number of passengers who traveled by train A in all three days = (240 +200 +400) = 840
The number of passengers who traveled by train C in all three days = (280 + 160 +360) = 800
Required ratio = 840: 800 = 21: 20
Question 3: 

0
40
30
20
10
The number of passengers who traveled by train B in day 1 and day 3 together = 300 + 260 = 560
The number of passengers who traveled by train D in day 2 and day 3 together = 280 + 300 = 580
Required difference = 580 - 560 = 20
Question 4: 

680
630
650
640
660
The number of passengers traveled by train B in day 2 and day 3 = 420 + 260 = 680
The number of passengers traveled by train E in day 2 and day 3 = 400 + 220 = 620
Required average = [680 + 620]/2 = 650
Question 5: 

33.33%
32.23%
38.88%
34.54%
36.36%
The number of passengers who traveled by train A in Day 1 and 2 together = 240 + 200 = 440
And, number of passengers who traveled by train E in same days = 320 + 400 = 720
So, required % = (720 - 440)/720 × 100 = 38.88%
Question 6: 

800
1100
1000
1050
900

Question 7: 

23: 24
24: 29
21: 25
22: 27
21: 22

Question 8: 

875
975
945
965
835

Question 9: 

80%
90%
50%
150%
100%

Question 10: 

1375
1445
1235
1655
1175

