Puzzles Questions

Q:

You can see me in water, but I never get wet.

Answer

A reflection.

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Subject: Word Puzzles Exam Prep: TOEFL , CAT , Bank Exams
Job Role: Bank Clerk , Bank PO

14 2837
Q:

In the below puzzle, a word starts and ends with the same letter. Can you figure out what the word is?

_otato_

Answer

rotator

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Subject: Word Puzzles

18 2824
Q:

What's at the end of a rainbow?

Answer

The letter 'W' is at the end of a rainbow.

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Subject: Logic Puzzles Exam Prep: AIEEE , Bank Exams , CAT , GATE
Job Role: Analyst , Bank Clerk , Bank PO

14 2821
Q:

Answer the following puzzle

Answer

Hour hand points to 8


Explanation:


Starting with the top clockface, and moving clockwise around the others, the minute hand moves forward 15 minutes, while the hour hand moves back 2 hours each time.

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Subject: Clock puzzles

6 2818
Q:

What is the only chain we can eat ?

Answer

A food chain is the only chain we can eat.

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Subject: Word Puzzles Exam Prep: Bank Exams

3 2810
Q:

I come in different colors and shapes. Some parts of me are curvy some are straight. You can put me anywhere you like but there is only one right place for me. What am I?

Answer

A Jig saw puzzle pieces are in different colors which have different shapes. 


You can put it anywhere you like but there is only one right place for it to be fit in it.

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Subject: Word Puzzles Exam Prep: TOEFL , GRE , CAT , Bank Exams , AIEEE
Job Role: IT Trainer , Bank PO , Bank Clerk , Analyst

4 2808
Q:

A man was slowly counting but unfortunately he miscounted. A little later he suffered a sharp pain is his back. Why?

Answer

The man want to buy a shirt went to a shop. He was counting the pins as he removed them from a new shirt. unfortunately, he missed one and wore.

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Subject: Logic Puzzles Exam Prep: Bank Exams

11 2794
Q:

5 Digits Number?

What 5-digit number has the following features:

If we put the numeral 1 at the beginning, we get a number three times smaller than if we put the numeral 1 at the end of the number.

Answer

We can make an equation:


3(100000 + x) = 10x+1


(Why? Well, adding 100000 puts a 1 at the front of a five-digit number, and multiplying by 10 and adding 1 puts a 1 at the end of a number)


Solving this gives:


10x+1 = 3(100000 + x)
10x+1 = 300000 + 3x
10x = 299999 + 3x
7x = 299999
x = 299999/7 = 42857


The answer is 42857 (142857 is three times smaller than 428571).

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9 2790