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Large number of people went to an party and they decided to make some fun at the bar.

The first person asks the barman for half a pint of beer.

The second person asks for a quarter pint of beer

The third person asks for one-eighth of beer and so on ...

How many pints of beer will the barman need to fulfill the people need of beer ?

The first person asks the barman for half a pint of beer.

The second person asks for a quarter pint of beer

The third person asks for one-eighth of beer and so on ...

How many pints of beer will the barman need to fulfill the people need of beer ?

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If in a cricket one day match, there were no wide balls, no wides, no extras and no overthrows.

What is the maximum number of runs that a batsman can score in an ideal case scenario?

What is the maximum number of runs that a batsman can score in an ideal case scenario?

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Alan is an honest person who never speaks a lie. He thinks of a number among 1, 2 and 3. Now, you can ask him only one question and that too for which the answer that you will receive will be in the form of yes, no or don't know. But he will reply only truth fully.

What will you ask from his so that you can know the number he is thinking of?

What will you ask from his so that you can know the number he is thinking of?

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A barman is having a 12 liters jug full of beer. He needs to divide or split that beer into two equal parts. All he has is two empty jugs of capacity 8 liters and 5 liters.

How will he do it using them?

How will he do it using them?

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Imagine a picture in your mind. There is a rose plant. A few roses have grown up in the plant. There are a few bees hovering over them.

Now read the given statements carefully:

1) If every one of the bees lands on a rose, one of them won't get a rose.

2) If two bees share rise together, then there will be one rose left without any bee.

Can you find out the number of roses on the plant and the number of bees?

Now read the given statements carefully:

1) If every one of the bees lands on a rose, one of them won't get a rose.

2) If two bees share rise together, then there will be one rose left without any bee.

Can you find out the number of roses on the plant and the number of bees?

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This one is a bit of tricky river crossing puzzle than you might have solved till now. We have a whole family out on a picnic on one side of the river. The family includes Mother and Father, two sons, two daughters, a maid and a dog. The bridge broke down and all they have is a boat that can take them towards the other side of the river. But there is a condition with the boat. It can hold just two persons at one time (count the dog as one person).

No it does not limit to that and there are other complications. The dog can’t be left without the maid or it will bite the family members. The father can’t be left with daughters without the mother and in the same manner, the mother can’t be left alone with the sons without the father. Also an adult is needed to drive the boat and it can’t drive by itself.

How will all of them reach the other side of the river?

No it does not limit to that and there are other complications. The dog can’t be left without the maid or it will bite the family members. The father can’t be left with daughters without the mother and in the same manner, the mother can’t be left alone with the sons without the father. Also an adult is needed to drive the boat and it can’t drive by itself.

How will all of them reach the other side of the river?

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A perfect number is defined as a positive number(integer) which is equal to the sum of its positive divisors excluding the number itself.

two examples are mentioned below as :

6 => 1+2+3

12=> 1+2+3+6

Can you find another perfect number which consist of <= 2digits.

two examples are mentioned below as :

6 => 1+2+3

12=> 1+2+3+6

Can you find another perfect number which consist of <= 2digits.

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Six identical glasses are in a row.

The first three glasses are filled with juice, and the last three glasses are empty.

By moving only one glass, can you arrange them so that the full and the empty glasses are alternate?
**category** :
LOGIC

The first three glasses are filled with juice, and the last three glasses are empty.

By moving only one glass, can you arrange them so that the full and the empty glasses are alternate?

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Assuming i have an infinite supply of coins.

What is the fewest number of coins would be required in order to make sure each and every coin touched exactly three other coins.

What is the fewest number of coins would be required in order to make sure each and every coin touched exactly three other coins.

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We all know that square root of number 121 is 11.

But do you know what si the square root of the number "12345678987654321" ?

But do you know what si the square root of the number "12345678987654321" ?

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