This is one amazing word problem that gave me a headake so did the other word problem as well... :(
You have been given a death sentence in a foreign country. The night before your execution, you are brought two boxes, one containing fifty red marbles and one containing fifty blue marbles. All the marbles are the same size, weight, and shape. You are told that on the following day, the executioner will be blindfolded and will put his hand into one of the boxes and remove a marble. If the marble is blue, your life will be spared. If the marble is red, it's off with your head.
You can arrange the marbles in the two boxes however you like, but you can't leave out any marbles, and you can't leave either box empty. Also, the executioner is known to take his time choosing a marble, so you can't improve your chances by stacking all the blue marbles at the top.
How can you arrange the marbles in the boxes so as to maximize your chances of keeping your head?
There are ninety-seven birds sitting in a tree. Shotgun Sharon swaggers up to the tree and fires three whole rounds of ammunition at the birds. She kills twice as many in the first round as in the second round, and twice as many in the second round as in the third round. In the third round she kills three birds. How many birds are left in the tree after Sharon fires off the third round?
2006-10-25
09:13:00
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8 answers
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asked by
Anonymous
in
Science & Mathematics
➔ Mathematics