Mathematics, 22.10.2019 23:00 boo3972
Suppose two events a and b are mutually exclusive, with p(a) ≠ 0 and p(b) ≠ 0. by working through the following steps, you'll see why two mutually exclusive events are not independent. (a) for mutually exclusive events, can event a occur if event b has occurred? yes. by definition, mutually exclusive events can occur together. no. two events will never occur concurrently. yes. any two events can occur concurrently. no. by definition, mutually exclusive events cannot occur together. what is the value of p(a|b)? (b) using the information from part (a), can you conclude that events a and b are not independent if they are mutually exclusive? explain. yes. because p(a|b) ≠ p(a), the events a and b are not independent. no. two events being mutually exclusive always implies independence. no. because p(a|b) ≠ p(a), the events a and b may be independent. yes. two events being mutually exclusive always implies independence.
Answers: 1
Mathematics, 21.06.2019 13:00, JonJon05
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Mathematics, 21.06.2019 19:10, Lewis5442
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Mathematics, 21.06.2019 21:10, madisontrosclair2
Plot a point at the y-intercept of the following function on the provided graph. 3y=-5x+7 20 points
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Suppose two events a and b are mutually exclusive, with p(a) ≠ 0 and p(b) ≠ 0. by working through th...
Mathematics, 12.04.2021 20:20
Mathematics, 12.04.2021 20:20