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Mathematics
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A darts player knows that her chances of a bullseye on any throw is 0.1. Find the number of turns she would need to ensure a probability of 0.9 of scoring at least 1 bullseye
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9 throws would give a probability of 0.9 that at least one bullseye was hit. each turn consists of 3 darts which is 3 throws (usually). so she would need 3 turns.
least one bulls eye means "not no bulls eyes" the probability you get no bulls eyes in n tries is \[.9^n\] so the probability you get at least one bulls eye in n tries is \[1-.9^n\]
therefore your job is solving \[1-.9^n\geq .9\] for n
i get about 22
satellite73 is right - I guess I am not as good at probability as I thought :-(
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Thank you satellite!
yw
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