Puzzle Questions and Answers updated daily – Logical Reasoning
Puzzle Questions: Solved 717 Puzzle Questions and answers section with explanation for various online exam preparation, various interviews, Logical Reasoning Category online test. Category Questions section with detailed description, explanation will help you to master the topic.
Puzzle Questions
621. In a party of 77 people, there are twice as many women as children and twice as many children as men. How many children were present
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Correct Ans:22
Explanation:
Let m be the number of men, w be no. of women and c be no. of children.
Then w/c = 2 => w=2c
c/m = 2 => m = c/2
Now, m + w + c = 77
=> c/2 + c+2c = 77=> 7c/2 = 77=> c/2 = 11 => c = 22
Now, no. of children = 22
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622. A Parking lot Contains 160 Vehicles. Each Vehicle is either a car or a truck, and each vehicle is either red or green. 70 vehicles are red, and 120 vehicles are cars. If there are 18 green trucks, how many red cars are there?
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Correct Ans:48
Explanation:
Total number of Vehicles = 160
There are 70 red vehicles thus rest 90 are green vehicles,
out of which 18 are green trucks then we get,
Green cars = 90 - 18 = 72.
Given, Number of cars = 120.
Then, number of red cars,
= 120 - 72
= 48 Red cars.
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623. If Football is called Cricket, Cricket is called Basketball, Basketball is called Badminton, Badminton is called Volleyball, Volleyball is called Hockey and Hockey is called Golf, then which of the following games is not played using a ball ?
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Correct Ans:Volleyball
Explanation:
Badminton is played without any ball and in the question Badminton is called Volleyball.
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624. In a row of trees, a tree is 19th from left end and 18th from right end. How many tree are there in the row ?
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Correct Ans:36
Explanation:
Number of trees in total will be = 19+18 - 1= 36
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625. In a party of 105 people, there are twice as many women as children and twice as many children as men. How many children were present
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Correct Ans:30
Explanation:
Let m be the number of men, w be no. of women and c be no. of children.
Then w/c = 2 => w=2c
c/m = 2 => m = c/2
Now, m + w + c = 105
=> c/2 + c+2c = 105=> 7c/2 = 105=> c/2 = 15 => c = 30
Now, no. of children = 30
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626. In a party of 77 people, there are twice as many women as children and twice as many children as men. How many children were present ?
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Correct Ans:22
Explanation:
Let m be the number of men, w be no. of women and c be no. of children. Then w/c = 2 => w=2c c/m = 2 => m = c/2 Now, m + w + c = 77 => c/2 + c+2c = 77=> 7c/2 = 77=> c/2 = 11 => c = 22 Now, no. of children = 22
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627. Find the angle between two hands of a clock at 40 minutes past 10 O clock. ?
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Correct Ans:80
Explanation:
Here H = 10 and M = 40 The required angle = 30 (H - M/5) + M/2 degrees = 30 ( 10-40/5) + 40/2 degrees = 80 degrees (note angles to be expressed in positive sign)
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628. In a row of trees, a tree is 20th from left end and 8th from right end. How many tree are there in the row. ?
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Correct Ans:27
Explanation:
Number of trees in total will be = 20+8 - 1= 27
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629. Find the angle between two hands of a clock at 40 minutes past 2 O clock.?
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Correct Ans:160
Explanation:
Here H = 2 and M = 40 The required angle = 30 (H - M/5) + M/2 degrees = 30 ( 2-40/5) + 40/2 degrees = 160 degrees (note angles to be expressed in positive sign)
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630. Find the angle between two hands of a clock at 15 minutes past 3 O clock.
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Correct Ans:7.5
Explanation:
Here H = 3 and M = 15
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 3-15/5) + 15/2 degrees
= 7.5 degrees (note angles to be expressed in positive sign)
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631. Find the angle between two hands of a clock at 10 minutes past 2 O clock.
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Correct Ans:5
Explanation:
Here H = 2 and M = 10
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 2-10/5) + 10/2 degrees
= 5 degrees (note angles to be expressed in positive sign)
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632. In a row of trees, a tree is 16th from left end and 16th from right end. How many tree are there in the row ?
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Correct Ans:31
Explanation:
Number of trees in total will be = 16+16 - 1= 31
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633. In a party of 105 people, there are twice as many women as children and twice as many children as men. How many children were present
SHOW ANSWER
Correct Ans:30
Explanation:
Let m be the number of men, w be no. of women and c be no. of children.
Then w/c = 2 => w=2c
c/m = 2 => m = c/2
Now, m + w + c = 105
=> c/2 + c+2c = 105=> 7c/2 = 105=> c/2 = 15 => c = 30
Now, no. of children = 30
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634. In a row of trees, a tree is 15th from left end and 17th from right end. How many tree are there in the row ?
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Correct Ans:31
Explanation:
Number of trees in total will be = 15+17 - 1= 31
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635. In a party of 56 people, there are twice as many women as children and twice as many children as men. How many children were present
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Correct Ans:16
Explanation:
Let m be the number of men, w be no. of women and c be no. of children.
Then w/c = 2 => w=2c
c/m = 2 => m = c/2
Now, m + w + c = 56
=> c/2 + c+2c = 56=> 7c/2 = 56=> c/2 = 8 => c = 16
Now, no. of children = 16
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636. Robert ranks 13th in the class of 33 students. There are 5 students below Sam rankwise. How many student are there between Robert and Sam ?
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Correct Ans:14
Explanation:
1 2 3 4 5 6 7 8 9 10 11 12 Ramesh 19 20 25 26 Suresh 5 4 3 2 1
Required number, = 33 - (13+6) = 14.
Required number, = 33 - (13+6) = 14.
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637. B is twice as old as A but twice younger than F. C is half the age of A but is twice older than d. Who is the second oldest ?
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Correct Ans:B
Explanation:
Let, A = x
Then, B = 2x
and, F = 4x
C = x/2
and D = x/4
Thus, The second oldest is B.
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638. Find the angle between two hands of a clock at 15 minutes past 3 O clock
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Correct Ans:7.5
Explanation:
Here H = 3 and M = 15
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 3 - 15 / 5) + 15 / 2 degrees
= 7.5 degrees (note angles to be expressed in positive sign)
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 3 - 15 / 5) + 15 / 2 degrees
= 7.5 degrees (note angles to be expressed in positive sign)
Workspace
639. Find the angle between two hands of a clock at 10 minutes past 2 O clock
SHOW ANSWER
Correct Ans:5
Explanation:
Here H = 2 and M = 10
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 2-10 / 5) + 10 / 2 degrees
= 5 degrees (note angles to be expressed in positive sign)
The required angle = 30 (H - M/5) + M/2 degrees
= 30 ( 2-10 / 5) + 10 / 2 degrees
= 5 degrees (note angles to be expressed in positive sign)
Workspace
640. In a row of trees, a tree is 17th from left end and 11th from right end. How many tree are there in the row ?
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Correct Ans:27
Explanation:
Number of trees in total will be = 17 + 11 - 1
= 27
= 27
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