c. What is the probability that the selected passenger is male and is notbothered?
c. The selected passenger is male and over 40.
(d) After combining the above data with other National Parks, officials estimated
that only about
22% of black bears in all parks become enough of a nuisance to be transplanted.
They further
estimate that 84% of nuisance bears are male, and fifty percent of non-nuisance
bears are females. If
a randomly selected bear were observed to be a male, what is the probability it
would be enough of a
nuisance to be transplanted?
c) π(πβ©π)
(b) Using the information in the table in part (a), calculate π(π) and π(πΉ).
(c) Using the information in the table in part (a), calculate π(πΉβͺπ).
(d) Using the information in the table in part (a), calculate π(πΉ|π).
(e) These events are represented in a tree diagram below. What is the
probability that a randomly
selected driver will “follow the branches” leading to the πΏ?
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