Visual Brain Teasers provides you with the puzzles which you need to solve by visualizing the pictures
or images. The answers to these puzzles are hidden inside the pictures only. You need to visualize the
picture carefully and then guess the answers. They enhance your visualizing power.

So start visualizing.

#181 - Chocolates In Hand Picture Puzzle

Difficulty Popularity

Can you count the number of chocolates in hand?

category : HUMOUR | PICTURE

#182 - Tricky Visual Equation Puzzle

Difficulty Popularity

Can you solve below tricky maths equation and found the value of cup?

#183 - Car Moving Riddle

Difficulty Popularity

In which direction car is moving?

category : LOGIC | PICTURE

#184 - 7 Matchsticks Triangles Riddle

Difficulty Popularity

By adding just 2 matchsticks, can you have 7 triangles in the picture below?

Note: As you can see there are no triangles in the picture and you may not need to add matchsticks on the same surface.

#185 - Fenced Horses Puzzle

Difficulty Popularity

As shown in the image, the nine horses are square fenced. By constructing just two square fences can you make sure that two horses cannot meet each other without crossing the fence?

category : LOGIC | PICTURE

#186 - Phone And The Charger Riddle

Difficulty Popularity

Which the right charger for the phone?

category : PICTURE

#187 - Chess Rebus Riddle

Difficulty Popularity

What does the below chess rebus mean?

category : REBUS | PICTURE

#188 - Spot The Difference Christmas Tree Riddle

Difficulty Popularity

Can you spot 5 differences in two Christmas tree below?

category : PICTURE

#189 - CheckMate All Kings Chess Puzzle

Difficulty Popularity

Can you checkmate all the kings in less than 10 moves?

Following are the rules:
1. White can make up to 10 legitimate moves until all kings are checkmate.
2. You can take any black piece(s) except the King.
3. Your king cannot be in check position at any time of the game.




category : PICTURE

#190 - 12 Sum Matchstick Brain Teaser

Difficulty Popularity

We have arranged matchsticks in a manner that all the first row, second row, first column and third column contain 12 matchsticks each. Can you remove 4 matchsticks and rearrange all the remaining matchsticks that we are still left with 12 matchsticks in the first row, second row, first column and the third column.


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