Question: Please solve it in detail disjoint? 4.11 Given a probability space (n,F,P), let F, G, and H be events such that P(FOG| H) = 1.

Please solve it in detail

disjoint? 4.11 Given a probability space (n,F,P), let F, G, and H be events such that P(FOG| H) = 1. Which of the following statements are true? Why or why not? (a) P(FOG) = 1 (b) P(FOGOH) = P(H) (c) P(F. | H) = 0 (d) H = n 4.12 Let f be the uniform pdf f on [0, 1], as in exercise 4.1. Let (X, Y)

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