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Showing posts with the label Picture Puzzles
Bus is Moving In 'This' Direction!
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Why dirction was asked to find?
Well, it totally depends on the location of the bus. How? Read further.
If you look at it carefully, then you can notice that the doors of the bus are missing.
That clearly indicates, those must be on the other side of bus.
Hence if bus is on the roads of India then it must have doors at it's left side & hence the bus must be moving in the right direction.
While in some countries, bus might have doors at the right; in the case the bus must be moving in left direction.
Flip The Triangle
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Flipped The Triangle!
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What's the challenge?
Here should be those 3 coins that you need to move so that the triangle point towards down.
And after moving those coin, it will look like,
This Coffee Puzzle Harder Than You Think!
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With all credits to the creator of this picture puzzle, here it is just reproduced once again.
So what do you think, which coffee cup will fill up first?
Hint : Don't conclude early!
This should be the first one!
So what do you think, which coffee cup will fill up first?
Hint : Don't conclude early!
Coffee Cup Puzzle |
This should be the first one!
Only This Cup Will Fill Up!
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Purpose of the title of the post!
If you think that cup 4 will fill up first then you are deceived by the creator successfully. You might have found the order of filling cups as 4,9,7 & 5. Congrats, your brain hasn't processed details! Didn't you notice the blocks?
Coffee Cup Puzzle |
Tic Tac Toe Challenge
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You all must have played Tic Tac Toe in your childhood. Lets put your skills to test. Can you place six X (crosses) in a Tic Tac Toe board without making three in a row in any way?
How? View here!
How? View here!
Tic Tac Toe Skills Tested
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What was the challenge?
It's pretty simple. All you need to do is not to start from the center!
Another way,
Squares From Squares Challenge
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In the picture that is attached with this question, you can find a square which comprises of four little squares inside it. Consider this square to be made with matchsticks. You have to remove two matchsticks such that only two squares remain instead of five.How will you do it ?
Challenge accepted here!
Source
Make it 2! |
Challenge accepted here!
Source
Squares From Squares Challenge Accepted
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What was the challenge?
All that you need to do is that remove these 2 match sticks labelled in figure below.
So we get exactly 2 squares as below.
Matches To Match Number
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What was the challenge?
It's pretty simple one. Nowhere it is mentioned that you have to make it as
10 & not allowed to make TEN. So three sticks from first, one from second &
2 from third gives us TEN.
However, we can make it as 10 as well. Removing 1 stick from first, 4 from
second & 1 from third produces 10.
Connect Dots with Straight Lines
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Can you connect all nine dots with only four straight lines without losing contact with the paper while drawing?
Read here how it can be done!
Source
Read here how it can be done!
Source
Connected Dots With Straight Lines
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What was the challenge?
This question often asked in personality development training courses. It needs some out of box thinking. In the question, no where it is mentioned that you line can't go beyond 3 dots. But our brain assumes that & try to find the solution according to that only!
The Biggest Possible Number
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View question!
Biggest Possible Number |
However, 2 sticks taken from '0' can be placed ahead of '5' & the whole image flipped vertically to get 81151.
The Highest Possible Number
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Wait, here is question!
Just take out 2 sticks of first zero & place it like below to get 97108!
Or if it is allowed to go beyond the given space then we get, 911081.
Building Equilateral Triangles From 6 Sticks
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First challenge is building 4 equilateral triangles from 6 sticks. If you managed to do so, can you make 6 equilateral triangles from 6 sticks?
Here it is done!
Here it is done!
Built 4 & 6 Equilateral Triangles Using 6 Sticks
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Do you need to read question?
First one is pretty simple. All you need to draw a square with two diagonals. Remember rectangle will not make equilateral triangles using it's diagonals.
4 Equilateral Triangles |
For the next one, form 2 equilateral triangle using 3 sticks each. Now superimpose the second one on first but upside down like below.
6 Equilateral Triangles |