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Reasoning Mcq Set 5
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1. 2, 5, 9, 19, 37, ?
73
75
76
78
2. 1, 4, 27, 16, 125, ?, 343
81
64
36
25
3. 1, 11, 34, 77, 143, ?
233
235
236
237
4. 4, 10, 28, ?, 244, 730
24
77
82
98
5. 2, 3, 3, 5, 10, 13, 39, ?, 172, 177
41
42
43
45
6. 121, 143, 165, 187, ?
209
233
309
345
7. 1, 4, 8, 13, ?, 26
15
19
20
21
8. 325, 259, 204, 160, 127, ?, 94
94
105
110
123
9. Complete the given series by finding the missing term 28, 33, 31, ?, 34, 39
34
35
36
37
10. Complete the given series by finding the missing term 5, 15, 45, 225, ?
1024
1125
1500
2250
11. Read the following information carefully and answer the questions below. In a tournament, Pool A and Pool B have seven teams each. In each pool, every team plays one match with every other team. Two points are awarded for a win, one point for a tie and zero for a loss. At the end of the pool stage, the top three teams in terms of the points scored, advance to the next round called the super stage. In the super stage, all the teams start at zero points and the three teams that advance from Pool A play one match each against the three teams that advanced from Pool B. Points are awarded as in the pool stage. At the end of the matches, the top four teams in terms of the points scored advance to the semi-finals and the winners of the semi-finals play the finals. If two or more teams end up with the same number of points at the end of the pool stage or the super stage, the team with better net run rate is placed higher. What is the minimum no. of matches won by a team that reaches the finals?
1
2
3
4
12. Read the following information to answer the given question In a tournament, Pool A and Pool B have seven teams each. In each pool, every team plays one match with every other team. Two points are awarded for a win, one point for a tie and zero for a loss. At the end of the pool stage, the top three teams in terms of the points scored, advance to the next round called the super stage. In the super stage, all the teams start at zero points and the three teams that advance from Pool A play one match each against the three teams that advanced from Pool B. Points are awarded as in the pool stage. At the end of the matches, the top four teams in terms of the points scored advance to the semi-finals and the winners of the semi-finals play the finals. If two or more teams end up with the same number of points at the end of the pool stage or the super stage, the team with better net run rate is placed higher. What is the total no. of matches played in the tournament?
47
51
54
56
13. Read the following information carefully and answer the question below. From a group of N contenders, a party has to select a leader. Even after holding a series of meetings, the politicians and the general body failed to reach a consensus. It was then proposed that all N contenders be given a number from 1 to N. Then they will be asked to stand on a podium in a circular arrangement, and counting would start from the contender numbered 1. The counting would be done in a clockwise fashion. The rule is that every alternate contender would be asked to step down as the counting continued, with the circle getting smaller and smaller, till only one person remains standing. Therefore, the first person to be eliminated would be the contender number 2. If N is 18, which position should a contender choose if he has to be the leader?
3
5
11
17
14. There are 64 players in a knock out tournament and every player is ranked (seeded) from 1 - 64. The matches are played in such a manner that in round one the 1st seeded player plays with the 64th, 2nd with the 63rd and so on. The players who win move on to the next round whereas others are out of the competition. In second round, the winner of match 1 will play winner of the last match (which was between seed 32 and seed 33), and winner of match 2 will meet the winner of second last match in round 1 and so forth. Thus, after all rounds winner is declared. In a tournament of 128 players, who will play 40 in round 2 if there are no upsets?
25
26
27
28
15. There are 64 players in a knock out tournament and every player is ranked (seeded) from 1 - 64. The matches are played in such a manner that in round one the 1st seeded player plays with the 64th, 2nd with the 63rd and so on. The players who win move on to the next round whereas others are out of the competition. In second round, the winner of match 1 will play winner of the last match (which was between seed 32 and seed 33), and winner of match 2 will meet the winner of second last match in round 1 and so forth. Thus, after all rounds winner is declared. Which seeds will play Match no 7 and Match no 10 in Round 1 of a 32-player tournament?
26, 23
27, 24
28, 25
29, 26
16. 1. There are 16 teams divided into 2 pools of 8 each. 2. Each team in a group plays against one another on a round-robin basis. 3. The top four teams from each group will qualify for the next round i.e. round 2. 4. In case of teams having the same number of wins, the team with better run-rate would be ranked ahead. 5. Draws are not allowed. What is the minimum number of wins required to guarantee qualification in the next round?
4
5
6
7
17. Directions : 1. There are 16 teams divided into 2 pools of 8 each. 2. Each team in a group plays against one another on a round-robin basis. 3. The top four teams from each group will qualify for the next round i.e. round 2. 4. In case of teams having the same number of wins, the team with better run-rate would be ranked ahead. 5. Draws are not allowed. What is the minimum number of wins required to qualify for the next round?
1
2
3
4
18. At what time between 7 and 8 will the hands of a clock be in the same straight line but, not together?
5 (5/11) min past 7
5 (4/11) min past 7
5 (3/11) min past 7
5 (2/11) min past 7
19. At what time between 4 and 4.59 will the hands of a watch point in opposite directions?
45 min. past 4
40 min. past 4
50 (4/11) min. past 4
54 (6/11) past 4
20. The angle between the minute hand and the hour hand of a clock when the time is 8.30, is
65
75
85
90
21. At what time, in minutes, between 3 o'clock and 3.25 pm, both the needles of the clock will coincide each other?
13 (4/11)
14 (4/11)
15 (4/11)
16 (4/11)
22. A clock is set right at 5 am the clock loses 16 min in 24 hours. What will be the right time when the clock indicates on 3 pm the 8th day?
4 pm
5 pm
6 pm
7 pm
23. How much does a watch gain or lose per day, if its hands coincide every 64 minutes?
Gain 92 min
Lose 9 min
Lose 34 (5/11) min
Lose 32 (8/11) min
24. At what time between 7.02 and 8.02 will the hands of a watch be in the straight line but no together?
5 (3/11) min past 7
5 (5/11) min past 7
5 (3/11) min past 7
43 min past 7
25. At what time between 3 & 4 will the hands of a watch point in opposite directions?
43 min past 3
42 (5/11) min past 3
49 (1/11) min past 3
50 min past 3
26. How many times do the hands of a clock coincide in a day?
11
22
12
24
27. When the time in the clock is 7.20 pm, then the angle between the hands of the clock is
80
90
100
110
28. At what time between 5.30 & 6 will the hands of a watch be at right angle?
43(7/11) min past 5
41(2/11) min past 5
42 min past 5
44(1/11) min past 5
29. At what time between 9.13 and 10.12 will the hands of a watch be together?
45 min past 9
49(1/11) min past 9
48 min past 9
47 min past 9
30. At what angle the hands of a clock are inclined at 40 minutes past 2?
150°
160°
170°
180°
31. An accurate clock shows 10 o'clock in the morning. Through how many degrees will the hour hand rotate when the clock shows 6 o'clock in the evening?
180
190
220
240
32. An accurate clock is started at noon. By 10 minutes past 3, the hour hand has turned through:
90
95
100
105
33. Rohit has a watch that gains 5 seconds in 3 minutes. It was set right at 9 a.m. in the morning. In the afternoon of the same day, when the watch indicated 4 o'clock, how much time will the watch have gained?
No change
10 min
(11)2/3 min
12 min
34. At what angle are the hands of a clock inclined at 15 minutes past 4?
32°
37°
32.5°
37.5°
35. A correct clock shows 9 o'clock in the morning. Through how many degrees will the hour hand rotate when the clock shows 3 o'clock in the afternoon?
144°
150°
160°
180°
36. How many times are the hands of a clock at right angles in 24 hours?
22
44
24
48
37. How many times do the hands of a clock coincide in 24 hours?
22
24
26
28
38. There are 12 Buses running between London and Manchester, In how many ways can Jose Mourinho go from London to Manchester and return in a different Bus ?
132
144
264
64
39. In how many ways number of 2 digits can be formed out of the four digits 1,2,3 and 4 ?”
6
9
12
18
40. Find the number of words that can be formed using letters L,M,N and O ?”
32
64
72
128
41. In how many ways a football Team of 11 can be selected from a squad of 15 players ?
2100
2330
2410
2730
42. How many arrangements can be formed out of letters of the word CALCUTTA ?
2520
10080
5040
6000
43. How many different words can be formed with the letters of the word BHARAT?
180
240
300
360
44. How many numbers greater than a million can be formed with the digits 2,3,0,4,3,3,3 ?
300
360
440
620
45. In how many ways the letters of the word FAMILY can be arranged when F and Y are always together ?
60
120
240
480
46. In how many different ways the seven letters in the word MINIMUM be arranged if all of the 7 letters are used each time ?
36
128
420
626
47. If a Car registration number have four symbols, the first two of which are letters and the remainder digits, how many different registration numbers can be made ?
58500
62250
63375
65515
48. How many 5 digit cell phone numbers with pairwise distinct digits can be composed ?
28560
30240
16650
21424
49. How many greeting cards can be purchased by chain of 12 friends on the eve of Diwali festival if each sends a card to each other ?
66
96
132
166
50. A gentleman has got 6 sorts of note papers, 7 different ink-stands and 4 different pens. In how many ways can he begin to write a letter ?
168
176
186
196
51. There are 5 ways from A to B and 3 from B to C, How many ways are there from A to C via B ?
5
10
12
15
52. In a crossword puzzle there are 2 solutions to each of the 3 given places and 3 solutions to 1 other place. How many different solutions can be set in ?
12
24
36
48
53. How many words can be formed from the letters of the word GLOBE ?
60
120
150
180
54. Find the number of Triangles formed by joining the angular points of a polygon of 9 sides ?
27
45
60
84
55. In how many different ways can the letters of the word Auction can be arranged in such a way that the vowels always come together ?”,
30
48
144
576
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