Let E1 and E2 be two independent events such that P(E1)=P1 and P(E2)=P

1.	Let E1 and E2 be two independent events such that P(E1)=P1 and P(E2)=P2. Describe in words of the events whose probabilities are 1−(1−P1)(1−P2)
Answer» Let $E_{1}$ and $E_{2}$ be two independent events such that $P (E_{1}) = P_{1}$ and $P (E_{2}) = P_{2}$ . Describe in words of the events whose probabilities are $1 - (1 - P_{1}) (1 - P_{2})$

Let E1 and E2 be two independent events such that P(E1)=P1 and P(E2)=P2. Describe in words of the events whose probabilities are 1−(1−P1)(1−P2)

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Let $E_{1}$ and $E_{2}$ be two independent events such that $P (E_{1}) = P_{1}$ and $P (E_{2}) = P_{2}$ . Describe in words of the events whose probabilities are

$1 - (1 - P_{1}) (1 - P_{2})$

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Let E1 and E2 be two independent events such that P(E1)=P1 and P(E2)=P2. Describe in words of the events whose probabilities are 1−(1−P1)(1−P2)

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