More puzzles I found- these ones are used in job interviews at places like Microsoft, Boeing and IBM. Try one out...
2- There are three ants at the three corners of a regular triangle. Each ant starts moving in a straight line toward another, randomly chosen corner. What is the probability that none of the ants collide?
3- Suppose you have eight billiard balls. One of them is defective -- it weighs more than the others. How do you tell, using a balance, which ball is defective in two weighings?
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