There are four balls, each with a distinct integer label, in a bag. It is known that the product of the
integers on the labels is 24. If a ball is picked at random, the probability that the label is an even natural
number is:
(1) ¼ (2) ¾ (3) ½ (4) None of these
solution:
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If there are four balls in a bag each with an integer label and the product = 24, then the labels have to be 1, 2, 3,4 or (-1, -2, -3, -4) or (1, 2, -3, -4) or (1, -2, -3, 4) and so on. As the product of the 4 integers is positive either two
or four of the integers have to be positive. Taking conditional probabilities, the answer obtained is none of the
choices (1) to (3).
Question:
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i dont understand how they solved it. whats the meaning with "Taking conditional probabilities, ......"
how this can help to achieve the solution ?
can u help ?
thanks
2006-06-05
23:51:06
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3 answers
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asked by
sanko
1
in
Mathematics