Mathematics, 19.10.2020 07:01, allieallie

Suppose 17% of people who like coffee also like tea, and 31% of people who like tea also like coffee. A person is chosen at random. Let C denote the event that the person likes coffee. Let T denote the event that the person likes tea. Find the following probabilities:
(a) P(C | T) =
(b) P(T | C) =

Answers: 2

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Suppose 17% of people who like coffee also like tea, and 31% of people who like tea also like coffee. A person is chosen at random. Let C denote the event that the person likes coffee. Let T denote the event that the person likes tea. Find the following probabilities: (a) P(C | T) =(b) P(T | C) =

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Suppose 17% of people who like coffee also like tea, and 31% of people who like tea also like coffee. A person is chosen at random. Let C denote the event that the person likes coffee. Let T denote the event that the person likes tea. Find the following probabilities:
(a) P(C | T) =
(b) P(T | C) =