Let AandB be two events such that P(A)=3/5andP(B)=2/3. Then Statement 1: 154≤P(A∩B)≤53˙ Statement 2: 2/5≤P(BA)≤9/10.

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Let {A}{a}{n}{d}{B} be two events such that {P}{({A})}={3}/{5}

Question

Let $A a n d B$ be two events such that $P (A) = 3 / 5 a n d P (B) = 2 / 3 .$ Then Statement 1: $\frac{4}{15} \leq P (A \cap B) \leq \frac{3}{5} ˙$ Statement 2: $2 / 5 \leq P (\frac{A}{B}) \leq 9 / 10 .$

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Owen Discussed

Let

A a n d B

be two events such that

P (A) = 3 / 5 a n d P (B) = 2 / 3 .

Then Statement 1:

\frac{4}{15} \leq P (A \cap B) \leq \frac{3}{5} ˙

Statement 2:

2 / 5 \leq P (\frac{A}{B}) \leq 9 / 10 .

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Question Text

Let

A a n d B

be two events such that

P (A) = 3 / 5 a n d P (B) = 2 / 3 .

Then Statement 1:

\frac{4}{15} \leq P (A \cap B) \leq \frac{3}{5} ˙

Statement 2:

2 / 5 \leq P (\frac{A}{B}) \leq 9 / 10 .