Question: Please explain your answer. Thanks! Basics of Probability (True/False) A statement is true only if it is true in all situations. Otherwise, it is false.

Please explain your answer. Thanks!

Please explain your answer. Thanks! Basics of Probability (True/False) A statement is

Basics of Probability (True/False) A statement is true only if it is true in all situations. Otherwise, it is false. Question 1 For any events A and B, P(A|B) + P(ABC) = 1, where B" is the complement event to B. You can assume that 0 0, it holds that P(AnBnC) = Pr(A C) Pr(B C) Pr(C). True False Submitted Question 3 For any events A and B, if Pr(A) = 0.4 and Pr(B) = 0.6, then A and B are the same event. (Here, B" is the complementary event to B.) True False Submitted Question 4 Consider a probability space with sample space . If E1 U E2 U ... U En = 2 and for all i, we have P(E;) > 0, then: P(A) = \\ P(AE;) P(Ei) 1=1 True False Submitted

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