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At the entrance to a members club stands a stranger seeking
admission. A friend told him that it's easy to get in. You
just have to answer a question corrcetly! Answering wrong,
however, will result in being shot!
To live a little longer, the man waits in a back alley near
the entrance for people to go in. After a while a man comes
to the entrance. The door warden asks him: "Twelve?" to
which he replies "Six!" and goes in.
"That's easy." our friend thinks, but he waits a little longer.
Another man comes to the door. "Six?" the door warden asks,
to which he replies "Three!" and goes in.
"That's too good to be true" our friend thinks, and he was
right. Because, when asked "Four?", he answered "Two!" and
was found dead in the alley.
What was the correct answer?
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Answer / guest
The correct answer was "Four".
The answer is the number of letters in the word spoken by
the door warden.
"Twelve" contains "Six" letters i.e. T, W, E, L, V, E
"Six" contains "Three" letters i.e. S, I, X
Similarly, "Four" contains "Four" letters i.e. F, O, U, R
| Is This Answer Correct ? | 21 Yes | 0 No |
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A positive integer that, when added to 1000 gives a sum which is greater than when multiplied by 1000. Find the positive integer.
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Six cabins numbered 1-6 consecutively, are arranged in a row and are separated by thin dividers. These cabins must be assigned to six staff members based on following facts. 1. Miss Shalaka's work requires her to speak on the phone frequently throughout the day. 2. Miss Shudha prefers cabin number 5 as 5 is her lucky number. 3. Mr. Shaan and Mr. Sharma often talk to each other during their work and prefers to have adjacent cabins. 4. Mr. Sinha, Mr. Shaan and Mr. Solanki all smoke. Miss Shudha is allergic to smoke and must have non-smokers adjacent to her. 5. Mr. Solanki needs silence during work. Can you tell the cabin numbers of each of them?
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Given two bucket of large capacity. There are 100 black ball and 100 white ball. Distribute the balls among two bucket such that probability of choosing a white ball is maximum.
Eleven boys and girls wait to take their seats in the same row in a movie theater. There are exactly 11 seats in the row. They decided that after the first person sits down, the next person has to sit next to the first. The third sits next to one of the first two and so on until all eleven are seated. In other words, no person can take a seat that separates him/her from at least one other person. How many different ways can this be accomplished? Note that the first person can choose any of the 11 seats.
Given the following facts: 1. Dinesh is younger than Farukh and older than Gurmit. 2. Jatin is younger than Chandu and older than Eshrat. 3. Amit is younger than Irfan and older than Chandu. 4. Farukh is younger than Bhavin and older than Hemant. 5. Irfan is younger than Gurmit and older than Jatin. 6. Hemant is older than Gurmit. Who is the Youngest?
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