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RPF Head Constable Rule 72 LDCE MCQ Practice

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3281. A square paper is folded in half along its length, then in half along its width (2 fold(s) total). Through all the folded layers, a hole is punched with a small square-shaped punch. When the paper is fully unfolded, how many small square-shaped holes will it have? (Set 13)
  1. A. 5
  2. B. 3
  3. C. 4
  4. D. 2
Answer: 4
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 1 punch(es) through all 4 layers produce 1 x 4 = 4 holes when fully unfolded.
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3282. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, 3 separate holes are punched (none overlapping) in different spots with a triangle-shaped punch. When the paper is fully unfolded, how many triangle-shaped holes will it have? (Set 12)
  1. A. 4
  2. B. 15
  3. C. 12
  4. D. 9
Answer: 12
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 3 punch(es) through all 4 layers produce 3 x 4 = 12 holes when fully unfolded.
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3283. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, 2 separate holes are punched (none overlapping) in different spots with a circle-shaped punch. When the paper is fully unfolded, how many circle-shaped holes will it have? (Set 11)
  1. A. 6
  2. B. 4
  3. C. 10
  4. D. 8
Answer: 8
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 2 punch(es) through all 4 layers produce 2 x 4 = 8 holes when fully unfolded.
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3284. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, 2 separate holes are punched (none overlapping) in different spots with a semi-circle-shaped punch. When the paper is fully unfolded, how many semi-circle-shaped holes will it have? (Set 10)
  1. A. 10
  2. B. 8
  3. C. 6
  4. D. 4
Answer: 8
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 2 punch(es) through all 4 layers produce 2 x 4 = 8 holes when fully unfolded.
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3285. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, a hole is punched with a diamond-shaped punch. When the paper is fully unfolded, how many diamond-shaped holes will it have? (Set 9)
  1. A. 4
  2. B. 5
  3. C. 2
  4. D. 3
Answer: 4
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 1 punch(es) through all 4 layers produce 1 x 4 = 4 holes when fully unfolded.
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3286. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, a hole is punched with a small square-shaped punch. When the paper is fully unfolded, how many small square-shaped holes will it have? (Set 8)
  1. A. 5
  2. B. 4
  3. C. 2
  4. D. 3
Answer: 4
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 1 punch(es) through all 4 layers produce 1 x 4 = 4 holes when fully unfolded.
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3287. A square paper is folded vertically down the middle, then horizontally across the middle (2 fold(s) total). Through all the folded layers, a hole is punched with a triangle-shaped punch. When the paper is fully unfolded, how many triangle-shaped holes will it have? (Set 7)
  1. A. 5
  2. B. 4
  3. C. 2
  4. D. 3
Answer: 4
Explanation: Each fold doubles the number of paper layers: 2 fold(s) create 2^2 = 4 layers. 1 punch(es) through all 4 layers produce 1 x 4 = 4 holes when fully unfolded.
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3288. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, 3 separate holes are punched (none overlapping) in different spots with a circle-shaped punch. When the paper is fully unfolded, how many circle-shaped holes will it have? (Set 6)
  1. A. 2
  2. B. 3
  3. C. 6
  4. D. 9
Answer: 6
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 3 punch(es) through all 2 layers produce 3 x 2 = 6 holes when fully unfolded.
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3289. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, 2 separate holes are punched (none overlapping) in different spots with a semi-circle-shaped punch. When the paper is fully unfolded, how many semi-circle-shaped holes will it have? (Set 5)
  1. A. 2
  2. B. 4
  3. C. 6
  4. D. 8
Answer: 4
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 2 punch(es) through all 2 layers produce 2 x 2 = 4 holes when fully unfolded.
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3290. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, 2 separate holes are punched (none overlapping) in different spots with a diamond-shaped punch. When the paper is fully unfolded, how many diamond-shaped holes will it have? (Set 4)
  1. A. 8
  2. B. 2
  3. C. 6
  4. D. 4
Answer: 4
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 2 punch(es) through all 2 layers produce 2 x 2 = 4 holes when fully unfolded.
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3291. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, a hole is punched with a small square-shaped punch. When the paper is fully unfolded, how many small square-shaped holes will it have? (Set 3)
  1. A. 2
  2. B. 4
  3. C. 6
  4. D. 1
Answer: 2
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 1 punch(es) through all 2 layers produce 1 x 2 = 2 holes when fully unfolded.
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3292. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, a hole is punched with a triangle-shaped punch. When the paper is fully unfolded, how many triangle-shaped holes will it have? (Set 2)
  1. A. 2
  2. B. 3
  3. C. 4
  4. D. 1
Answer: 2
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 1 punch(es) through all 2 layers produce 1 x 2 = 2 holes when fully unfolded.
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3293. A square paper is folded vertically down the middle (1 fold(s) total). Through all the folded layers, a hole is punched with a circle-shaped punch. When the paper is fully unfolded, how many circle-shaped holes will it have? (Set 1)
  1. A. 2
  2. B. 1
  3. C. 6
  4. D. 3
Answer: 2
Explanation: Each fold doubles the number of paper layers: 1 fold(s) create 2^1 = 2 layers. 1 punch(es) through all 2 layers produce 1 x 2 = 2 holes when fully unfolded.
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3294. In the word 'ZXSKQ', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 30)
  1. A. 0
  2. B. 4
  3. C. 2
  4. D. 1
Answer: 1
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'ZXSKQ', the matching letters are: X — total = 1.
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3295. In the word 'LNTMN', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 29)
  1. A. 2
  2. B. 0
  3. C. 1
  4. D. 3
Answer: 2
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'LNTMN', the matching letters are: T, M — total = 2.
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3296. In the word 'TOMWZ', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 28)
  1. A. 5
  2. B. 2
  3. C. 3
  4. D. 4
Answer: 4
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'TOMWZ', the matching letters are: T, O, M, W — total = 4.
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3297. In the word 'CSYEB', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 27)
  1. A. 0
  2. B. 2
  3. C. 4
  4. D. 1
Answer: 1
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'CSYEB', the matching letters are: Y — total = 1.
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3298. In the word 'WYKIC', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 26)
  1. A. 1
  2. B. 4
  3. C. 2
  4. D. 3
Answer: 3
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'WYKIC', the matching letters are: W, Y, I — total = 3.
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3299. In the word 'LYWVH', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 25)
  1. A. 2
  2. B. 5
  3. C. 3
  4. D. 4
Answer: 4
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'LYWVH', the matching letters are: Y, W, V, H — total = 4.
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3300. In the word 'EZUNH', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 24)
  1. A. 3
  2. B. 1
  3. C. 0
  4. D. 2
Answer: 2
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'EZUNH', the matching letters are: U, H — total = 2.
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3301. In the word 'ZSGPS', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 23)
  1. A. 2
  2. B. 1
  3. C. 3
  4. D. 0
Answer: 0
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'ZSGPS', the matching letters are: none — total = 0.
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3302. In the word 'DJTBS', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 22)
  1. A. 3
  2. B. 1
  3. C. 0
  4. D. 2
Answer: 1
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'DJTBS', the matching letters are: T — total = 1.
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3303. In the word 'MDANE', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 21)
  1. A. 0
  2. B. 2
  3. C. 3
  4. D. 1
Answer: 2
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'MDANE', the matching letters are: M, A — total = 2.
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3304. In the word 'TZNPW', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 20)
  1. A. 1
  2. B. 2
  3. C. 0
  4. D. 3
Answer: 2
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'TZNPW', the matching letters are: T, W — total = 2.
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3305. In the word 'XEYKI', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 19)
  1. A. 1
  2. B. 4
  3. C. 3
  4. D. 2
Answer: 3
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'XEYKI', the matching letters are: X, Y, I — total = 3.
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3306. In the word 'NSWOP', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 18)
  1. A. 1
  2. B. 3
  3. C. 0
  4. D. 2
Answer: 2
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'NSWOP', the matching letters are: W, O — total = 2.
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3307. In the word 'ESHVM', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 17)
  1. A. 2
  2. B. 3
  3. C. 1
  4. D. 4
Answer: 3
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'ESHVM', the matching letters are: H, V, M — total = 3.
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3308. In the word 'JZJCY', how many letters remain unchanged when viewed in a plane mirror (i.e. are symmetric about a vertical axis)? (Set 16)
  1. A. 2
  2. B. 0
  3. C. 3
  4. D. 1
Answer: 1
Explanation: Letters that are vertically symmetric (unchanged in a mirror): A,H,I,M,O,T,U,V,W,X,Y. In 'JZJCY', the matching letters are: Y — total = 1.
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3309. A clock shows the time as 11:35. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 15)
  1. A. 11:25
  2. B. 12:30
  3. C. 12:25
  4. D. 1:25
Answer: 12:25
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 11:35 = 12:25.
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3310. A clock shows the time as 6:15. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 14)
  1. A. 5:50
  2. B. 6:45
  3. C. 5:45
  4. D. 4:45
Answer: 5:45
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 6:15 = 5:45.
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3311. A clock shows the time as 3:10. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 13)
  1. A. 8:55
  2. B. 7:50
  3. C. 9:50
  4. D. 8:50
Answer: 8:50
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 3:10 = 8:50.
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3312. A clock shows the time as 9:50. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 12)
  1. A. 2:15
  2. B. 3:10
  3. C. 2:10
  4. D. 1:10
Answer: 2:10
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 9:50 = 2:10.
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3313. A clock shows the time as 8:00. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 11)
  1. A. 4:00
  2. B. 4:05
  3. C. 5:00
  4. D. 3:00
Answer: 4:00
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 8:00 = 4:00.
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3314. A clock shows the time as 6:50. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 10)
  1. A. 5:15
  2. B. 5:10
  3. C. 6:10
  4. D. 4:10
Answer: 5:10
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 6:50 = 5:10.
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3315. A clock shows the time as 6:45. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 9)
  1. A. 5:15
  2. B. 4:15
  3. C. 5:20
  4. D. 6:15
Answer: 5:15
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 6:45 = 5:15.
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3316. A clock shows the time as 4:30. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 8)
  1. A. 7:35
  2. B. 7:30
  3. C. 8:30
  4. D. 6:30
Answer: 7:30
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 4:30 = 7:30.
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3317. A clock shows the time as 1:45. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 7)
  1. A. 10:15
  2. B. 9:15
  3. C. 10:20
  4. D. 11:15
Answer: 10:15
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 1:45 = 10:15.
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3318. A clock shows the time as 2:55. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 6)
  1. A. 10:05
  2. B. 9:05
  3. C. 8:05
  4. D. 9:10
Answer: 9:05
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 2:55 = 9:05.
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3319. A clock shows the time as 6:35. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 5)
  1. A. 5:25
  2. B. 5:30
  3. C. 4:25
  4. D. 6:25
Answer: 5:25
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 6:35 = 5:25.
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3320. A clock shows the time as 7:35. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 4)
  1. A. 3:25
  2. B. 4:30
  3. C. 4:25
  4. D. 5:25
Answer: 4:25
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 7:35 = 4:25.
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3321. A clock shows the time as 3:25. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 3)
  1. A. 9:35
  2. B. 8:40
  3. C. 7:35
  4. D. 8:35
Answer: 8:35
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 3:25 = 8:35.
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3322. A clock shows the time as 3:40. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 2)
  1. A. 7:20
  2. B. 8:25
  3. C. 9:20
  4. D. 8:20
Answer: 8:20
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 3:40 = 8:20.
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3323. A clock shows the time as 2:20. What time will be shown in its mirror image (assume mirror is vertical, placed as usual)? (Set 1)
  1. A. 9:40
  2. B. 9:45
  3. C. 8:40
  4. D. 10:40
Answer: 9:40
Explanation: Mirror image time formula: subtract given time from 12:00. 12:00 - 2:20 = 9:40.
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3324. In a queue, Seema is 11th from the front and Divya is 3th from the end. If there are 8 people between Seema and Divya, how many people are in the queue in total? (Set 30)
  1. A. 23
  2. B. 21
  3. C. 20
  4. D. 22
Answer: 21
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 3 + 8 - 1 = 21.
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3325. In a queue, Meena is 11th from the front and Rina is 19th from the end. If there are 5 people between Meena and Rina, how many people are in the queue in total? (Set 29)
  1. A. 35
  2. B. 36
  3. C. 34
  4. D. 33
Answer: 34
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 19 + 5 - 1 = 34.
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3326. In a queue, Kavita is 8th from the front and Sunita is 18th from the end. If there are 4 people between Kavita and Sunita, how many people are in the queue in total? (Set 28)
  1. A. 29
  2. B. 31
  3. C. 30
  4. D. 28
Answer: 29
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 8 + 18 + 4 - 1 = 29.
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3327. In a queue, Pooja is 5th from the front and Anjali is 13th from the end. If there are 5 people between Pooja and Anjali, how many people are in the queue in total? (Set 27)
  1. A. 23
  2. B. 21
  3. C. 22
  4. D. 24
Answer: 22
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 5 + 13 + 5 - 1 = 22.
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3328. In a queue, Priya is 8th from the front and Neha is 10th from the end. If there are 2 people between Priya and Neha, how many people are in the queue in total? (Set 26)
  1. A. 18
  2. B. 21
  3. C. 20
  4. D. 19
Answer: 19
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 8 + 10 + 2 - 1 = 19.
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3329. In a queue, Rakesh is 11th from the front and Anil is 16th from the end. If there are 6 people between Rakesh and Anil, how many people are in the queue in total? (Set 25)
  1. A. 33
  2. B. 31
  3. C. 32
  4. D. 34
Answer: 32
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 16 + 6 - 1 = 32.
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3330. In a queue, Manoj is 13th from the front and Sanjay is 15th from the end. If there are 3 people between Manoj and Sanjay, how many people are in the queue in total? (Set 24)
  1. A. 29
  2. B. 32
  3. C. 30
  4. D. 31
Answer: 30
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 13 + 15 + 3 - 1 = 30.
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3331. In a queue, Karan is 11th from the front and Deepak is 8th from the end. If there are 7 people between Karan and Deepak, how many people are in the queue in total? (Set 23)
  1. A. 27
  2. B. 26
  3. C. 24
  4. D. 25
Answer: 25
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 8 + 7 - 1 = 25.
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3332. In a queue, Suresh is 5th from the front and Vijay is 6th from the end. If there are 5 people between Suresh and Vijay, how many people are in the queue in total? (Set 22)
  1. A. 15
  2. B. 14
  3. C. 16
  4. D. 17
Answer: 15
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 5 + 6 + 5 - 1 = 15.
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3333. In a queue, Amit is 13th from the front and Rohan is 15th from the end. If there are 4 people between Amit and Rohan, how many people are in the queue in total? (Set 21)
  1. A. 33
  2. B. 30
  3. C. 31
  4. D. 32
Answer: 31
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 13 + 15 + 4 - 1 = 31.
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3334. In a queue, Naresh is 13th from the front and Prakash is 15th from the end. If there are 7 people between Naresh and Prakash, how many people are in the queue in total? (Set 20)
  1. A. 35
  2. B. 33
  3. C. 36
  4. D. 34
Answer: 34
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 13 + 15 + 7 - 1 = 34.
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3335. In a queue, Harish is 7th from the front and Mahesh is 7th from the end. If there are 1 people between Harish and Mahesh, how many people are in the queue in total? (Set 19)
  1. A. 14
  2. B. 15
  3. C. 13
  4. D. 16
Answer: 14
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 7 + 7 + 1 - 1 = 14.
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3336. In a queue, Ashok is 11th from the front and Gopal is 12th from the end. If there are 2 people between Ashok and Gopal, how many people are in the queue in total? (Set 18)
  1. A. 23
  2. B. 25
  3. C. 26
  4. D. 24
Answer: 24
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 12 + 2 - 1 = 24.
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3337. In a queue, Nitin is 12th from the front and Ramesh is 4th from the end. If there are 0 people between Nitin and Ramesh, how many people are in the queue in total? (Set 17)
  1. A. 14
  2. B. 16
  3. C. 17
  4. D. 15
Answer: 15
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 12 + 4 + 0 - 1 = 15.
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3338. In a queue, Arjun is 13th from the front and Vikram is 7th from the end. If there are 1 people between Arjun and Vikram, how many people are in the queue in total? (Set 16)
  1. A. 21
  2. B. 19
  3. C. 22
  4. D. 20
Answer: 20
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 13 + 7 + 1 - 1 = 20.
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3339. In a queue, Seema is 12th from the front and Divya is 6th from the end. If there are 1 people between Seema and Divya, how many people are in the queue in total? (Set 15)
  1. A. 20
  2. B. 19
  3. C. 17
  4. D. 18
Answer: 18
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 12 + 6 + 1 - 1 = 18.
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3340. In a queue, Meena is 11th from the front and Rina is 6th from the end. If there are 8 people between Meena and Rina, how many people are in the queue in total? (Set 14)
  1. A. 24
  2. B. 25
  3. C. 23
  4. D. 26
Answer: 24
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 6 + 8 - 1 = 24.
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3341. In a queue, Kavita is 16th from the front and Sunita is 5th from the end. If there are 9 people between Kavita and Sunita, how many people are in the queue in total? (Set 13)
  1. A. 29
  2. B. 28
  3. C. 31
  4. D. 30
Answer: 29
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 16 + 5 + 9 - 1 = 29.
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3342. In a queue, Pooja is 15th from the front and Anjali is 17th from the end. If there are 1 people between Pooja and Anjali, how many people are in the queue in total? (Set 12)
  1. A. 34
  2. B. 33
  3. C. 32
  4. D. 31
Answer: 32
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 15 + 17 + 1 - 1 = 32.
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3343. In a queue, Priya is 10th from the front and Neha is 5th from the end. If there are 6 people between Priya and Neha, how many people are in the queue in total? (Set 11)
  1. A. 21
  2. B. 19
  3. C. 22
  4. D. 20
Answer: 20
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 10 + 5 + 6 - 1 = 20.
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3344. In a queue, Rakesh is 11th from the front and Anil is 8th from the end. If there are 0 people between Rakesh and Anil, how many people are in the queue in total? (Set 10)
  1. A. 19
  2. B. 17
  3. C. 20
  4. D. 18
Answer: 18
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 11 + 8 + 0 - 1 = 18.
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3345. In a queue, Manoj is 19th from the front and Sanjay is 6th from the end. If there are 4 people between Manoj and Sanjay, how many people are in the queue in total? (Set 9)
  1. A. 27
  2. B. 30
  3. C. 29
  4. D. 28
Answer: 28
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 19 + 6 + 4 - 1 = 28.
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3346. In a queue, Karan is 7th from the front and Deepak is 3th from the end. If there are 8 people between Karan and Deepak, how many people are in the queue in total? (Set 8)
  1. A. 19
  2. B. 17
  3. C. 18
  4. D. 16
Answer: 17
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 7 + 3 + 8 - 1 = 17.
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3347. In a queue, Suresh is 15th from the front and Vijay is 4th from the end. If there are 2 people between Suresh and Vijay, how many people are in the queue in total? (Set 7)
  1. A. 21
  2. B. 19
  3. C. 22
  4. D. 20
Answer: 20
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 15 + 4 + 2 - 1 = 20.
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3348. In a queue, Amit is 19th from the front and Rohan is 16th from the end. If there are 1 people between Amit and Rohan, how many people are in the queue in total? (Set 6)
  1. A. 34
  2. B. 37
  3. C. 35
  4. D. 36
Answer: 35
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 19 + 16 + 1 - 1 = 35.
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3349. In a queue, Naresh is 7th from the front and Prakash is 15th from the end. If there are 0 people between Naresh and Prakash, how many people are in the queue in total? (Set 5)
  1. A. 22
  2. B. 20
  3. C. 23
  4. D. 21
Answer: 21
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 7 + 15 + 0 - 1 = 21.
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3350. In a queue, Harish is 12th from the front and Mahesh is 16th from the end. If there are 3 people between Harish and Mahesh, how many people are in the queue in total? (Set 4)
  1. A. 29
  2. B. 32
  3. C. 30
  4. D. 31
Answer: 30
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 12 + 16 + 3 - 1 = 30.
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3351. In a queue, Ashok is 16th from the front and Gopal is 18th from the end. If there are 7 people between Ashok and Gopal, how many people are in the queue in total? (Set 3)
  1. A. 39
  2. B. 41
  3. C. 42
  4. D. 40
Answer: 40
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 16 + 18 + 7 - 1 = 40.
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3352. In a queue, Nitin is 16th from the front and Ramesh is 10th from the end. If there are 7 people between Nitin and Ramesh, how many people are in the queue in total? (Set 2)
  1. A. 31
  2. B. 34
  3. C. 33
  4. D. 32
Answer: 32
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 16 + 10 + 7 - 1 = 32.
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3353. In a queue, Arjun is 16th from the front and Vikram is 9th from the end. If there are 1 people between Arjun and Vikram, how many people are in the queue in total? (Set 1)
  1. A. 25
  2. B. 27
  3. C. 26
  4. D. 24
Answer: 25
Explanation: Total = (position from front) + (position from end) + (people between) - 1 = 16 + 9 + 1 - 1 = 25.
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3354. A clock gains 17 seconds every hour. How much time will it gain in 24 hours? (Set 30)
  1. A. 6 min 48 sec
  2. B. 7 min 48 sec
  3. C. 6 min 43 sec
  4. D. 5 min 48 sec
Answer: 6 min 48 sec
Explanation: Gain per hour = 17 seconds. In 24 hours, total gain = 17 x 24 = 408 seconds = 6 min 48 sec.
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3355. A clock gains 31 seconds every hour. How much time will it gain in 24 hours? (Set 29)
  1. A. 12 min 19 sec
  2. B. 13 min 24 sec
  3. C. 12 min 24 sec
  4. D. 11 min 24 sec
Answer: 12 min 24 sec
Explanation: Gain per hour = 31 seconds. In 24 hours, total gain = 31 x 24 = 744 seconds = 12 min 24 sec.
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3356. A clock gains 11 seconds every hour. How much time will it gain in 24 hours? (Set 28)
  1. A. 4 min 19 sec
  2. B. 3 min 24 sec
  3. C. 5 min 24 sec
  4. D. 4 min 24 sec
Answer: 4 min 24 sec
Explanation: Gain per hour = 11 seconds. In 24 hours, total gain = 11 x 24 = 264 seconds = 4 min 24 sec.
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3357. A clock gains 52 seconds every hour. How much time will it gain in 24 hours? (Set 27)
  1. A. 19 min 48 sec
  2. B. 20 min 48 sec
  3. C. 21 min 48 sec
  4. D. 20 min 43 sec
Answer: 20 min 48 sec
Explanation: Gain per hour = 52 seconds. In 24 hours, total gain = 52 x 24 = 1248 seconds = 20 min 48 sec.
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3358. A clock gains 13 seconds every hour. How much time will it gain in 24 hours? (Set 26)
  1. A. 4 min 12 sec
  2. B. 5 min 7 sec
  3. C. 5 min 12 sec
  4. D. 6 min 12 sec
Answer: 5 min 12 sec
Explanation: Gain per hour = 13 seconds. In 24 hours, total gain = 13 x 24 = 312 seconds = 5 min 12 sec.
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3359. A clock gains 12 seconds every hour. How much time will it gain in 24 hours? (Set 25)
  1. A. 4 min 43 sec
  2. B. 4 min 48 sec
  3. C. 3 min 48 sec
  4. D. 5 min 48 sec
Answer: 4 min 48 sec
Explanation: Gain per hour = 12 seconds. In 24 hours, total gain = 12 x 24 = 288 seconds = 4 min 48 sec.
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3360. A clock gains 29 seconds every hour. How much time will it gain in 24 hours? (Set 24)
  1. A. 10 min 36 sec
  2. B. 11 min 36 sec
  3. C. 11 min 31 sec
  4. D. 12 min 36 sec
Answer: 11 min 36 sec
Explanation: Gain per hour = 29 seconds. In 24 hours, total gain = 29 x 24 = 696 seconds = 11 min 36 sec.
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