Consider the following scenario: • LetP(C) = 0.4• LetP(D) = 0.5• LetP(C |D) = 0.6 Part (a) FindP(C AND D). Part (b) AreC andD mutually exclusive? Why or why not? A) There is not enough information to determine if C andD are mutually exclusive. B) C andD are not mutually exclusive because P(C AND D) ≠ 0 C) C andD are mutually exclusive because they have different probabilities. D) C andD are not mutually exclusive because P(C) + P(D) ≠ 1 . Part (c) AreC andD independent events? Why or why not? A) The events are independent because they are mutually exclusive. B) The events are not independent because P(C) × P(D) ≠ P(C | D) C) The events are not independent because P(C | D) ≠ P(C) D) The events are not independent because the sum of the events is less than 1. Part (d) FindP(D |C).

Consider the following scenario: • Let P ( C ) = 0.4 • Let P ( D ) = 0.5 • Let P ( C | D ) = 0.6 Part (a) Find P ( C AND D ). Part (b) Are C and D mutually exclusive? Why or why not? A) There is not...

Consider the following scenario:

• LetP(C) = 0.4
• LetP(D) = 0.5
• LetP(C |D) = 0.6

Jun 01, 2022