Will the results of the two flips usually be independent
Suppose two people each flip a fair coin simultaneously. Will the results of the two flips usually be independent? Under what sorts of circumstances might they not be independent? (List as many such circumstances as you can.)
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the monty hall problem challenge 1518 was originally presented by marilyn von savant writing in the ask marilyn column
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suppose you are able to repeat an experiment many times and you wish to check whether or not two events are independent
suppose two people each flip a fair coin simultaneously will the results of the two flips usually be independent under
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