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a. Use the special addition rule to expressP(A orB) in terms ofP(A) andP(B). Complete the equation below. P(A or B)equals = b. Show that the

a. Use the special addition rule to expressP(A orB) in terms ofP(A) andP(B).

Complete the equation below.

P(A or B)equals

=

b. Show that the general addition rule gives the same answer as that in part(a).

Select the correct answer below.

A.

Since A and B are mutually exclusiveevents, then the probability that A or B occur is 1. Thatis, P(A)plus

+P(B)equals

=1. Under theseconditions, the general addition rule gives the same answer as that in part(a).

B.

Since A and B are mutually exclusiveevents, then the probability that both A and B occur is 0. Thatis, P(A)P(B)equals

=0. Under theseconditions, the general addition rule gives the same answer as that in part(a).

C.

Since A and B are mutually exclusiveevents, then the probability that both A and B occur is 0. Thatis, P(A& B)equals

=0. Under theseconditions, the general addition rule gives the same answer as that in part(a).

D.

Since A and B are mutually exclusiveevents, then the probability that A or B occur is 1. Thatis, P(A& B)equals

=1. Under theseconditions, the general addition rule gives the same answer as that in part(a).

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