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There is a quiz show with three boxes...two contain nothing and one contains {$1,000,000.} The contestant is asked to choose one of the boxes, which he does. Of the two remaining boxes that he didn't choose, one is removed which contains nothing. There are now 2 boxes left: one contains {$1,000,000} and the other contains nothing. Assuming the contestant wants to win the {$1,000,000,} is it best to: a)keep the box he chose to begin with, b)change to the other box, or c) it makes no difference to the odds what he does ... and why?
What is the little card in a box of chocolates called that describes which chocolates have which fillings?
"Life is like a box of chocolates." What was the name of the company that provided the chocolates in the film?
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