4. Suppose two events E and F satisfy P(E)= 0.3, P(F) = 0.5 and P(E' F) = 0.3. (a) Compute P(En F). (b) Are E and F independent? (c) Are E and F mutually exclusive?

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Solve a b and c.
(c) Are E and F mutually exclusive?
4. Suppose two events E and F satisfy P(E)= 0.3, P(F) = 0.5 and P(E' F') = 0.3.
(a) Compute P(En F).
(b) Are E and F independent?
(c) Are E and F mutually exclusive?
2
Samples to use for Question 5
5. Suppose 15% of students in a Finite Math class are from Michigan. Of those, 20% are Busine
majors. Of those not from Michigan. 30% are Business majors. A randomly chose Busine
major is chosen from the class. Find the probability that the student is from Michigan.
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Transcribed Image Text:(c) Are E and F mutually exclusive? 4. Suppose two events E and F satisfy P(E)= 0.3, P(F) = 0.5 and P(E' F') = 0.3. (a) Compute P(En F). (b) Are E and F independent? (c) Are E and F mutually exclusive? 2 Samples to use for Question 5 5. Suppose 15% of students in a Finite Math class are from Michigan. Of those, 20% are Busine majors. Of those not from Michigan. 30% are Business majors. A randomly chose Busine major is chosen from the class. Find the probability that the student is from Michigan. MacBook Air
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