Question

Suppose R, S and V are three independent events with $P(R) = \frac{1}{4}$, $P(S) = \frac{5}{8}$, $P(V) = \frac{1}{4}$ (Answer must be in a fraction, no decimals, one answer per box) 1) P(R \cap S) 2) P(R \cap V) 3) P(R \cap S \cap V) 4) P(S' \cup V') 5) P(R' \cap V') 6) P(R' \cup S' \cup V')

          Suppose R, S and V are three independent events with $P(R) = \frac{1}{4}$, $P(S) = \frac{5}{8}$, $P(V) = \frac{1}{4}$ 
(Answer must be in a fraction, no decimals, one answer per box)
1) P(R \cap S)
2) P(R \cap V)
3) P(R \cap S \cap V)
4) P(S' \cup V')
5) P(R' \cap V')
6) P(R' \cup S' \cup V')

$Suppose R, S and V are three independent events with P(R) = (1)/(4), P(S) = (5)/(8), P(V) = (1)/(4) (Answer must be in a fraction, no decimals, one answer per box) 1) P(R ∩S) 2) P(R ∩V) 3) P(R ∩S ∩V) 4) P(S' ∪V') 5) P(R' ∩V') 6) P(R' ∪S' ∪V')$