Let AandB b e two independent events. Statement 1: If (A)=0.3andP(A∪B)=0.8,thenP(B) is 2/7. Statement 2: P(E)=1−P(E),whereE is any event.

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Let {A}{a}{n}{d}{B} b e two independent events. Statement 1: I

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Let $A a n d B$ b e two independent events. Statement 1: If $(A) = 0.3 a n d P (A \cup \overline{B}) = 0.8, t h e n P (B)$ is 2/7. Statement 2: $P (E) = 1 - P (E), w h e r e E$ is any event.

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Liam Discussed

Let

A a n d B

b e two independent events. Statement 1: If

(A) = 0.3 a n d P (A \cup \overline{B}) = 0.8, t h e n P (B)

is 2/7. Statement 2:

P (E) = 1 - P (E), w h e r e E

is any event.

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Question Text

Let

A a n d B

b e two independent events. Statement 1: If

(A) = 0.3 a n d P (A \cup \overline{B}) = 0.8, t h e n P (B)

is 2/7. Statement 2:

P (E) = 1 - P (E), w h e r e E

is any event.