Mathematics, 16.10.2019 02:00, MorgannJ

You are out with friends. half of you want to go bowling and the other half want to go to a movie. how will you make a fair decision about whether to go to a movie or go bowling using a fair coin and assuming that all of you want to go to either of the places together? (let h = heads and t = tails)

1) flip the coin twice. if the outcome is in the sequence hh, go to the movie. if it is not hh, go bowling.

2) flip the coin twice. if the outcome is in the sequence ht, go to the movie. if it is th, go bowling or repeat the process.

3) flip the coin three times. if the outcome is in the sequence hht, go to the movie. if it is ttt or hhh, go bowling; otherwise, repeat the process.

4) flip the coin three times. if the outcome is in the sequence hhh or ttt, go to the movie; otherwise, go bowling.

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You are out with friends. half of you want to go bowling and the other half want to go to a movie. h...