What does the complement rule state?
A) P(A) = P(A) -P(B)
B) P(A) = 1 -P (not A)
C) P(A) = P(A) $\bullet$ P(B)
D) P(A) = P(A)X + P(B)

Name: What does the complement rule state? A) P(A) = P(A) -P(B) B) P(A) = 1 -P (not A) C) P(A) = P(A) $\bullet$ P(B) D) P(A) = P(A)X + P(B)
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Question

Quizplus · Accepted Answer

The complement rule states that the probability of event A happening is equal to one minus the probability of event A not happening. This can be represented as P(A) = 1 - P(not A), which is option B.

What Does the Complement Rule State? A) P(A) = P(A) ∙\bullet∙

What Does the Complement Rule State?
A) P(A) = P(A) $\bullet$