Question

AA) 0.27 s. The following five games are scheduled to be played in the National Hockey League he values in parentheses are the probabilities of each team winning their one night. T respective game. RixA Game 1: Winnipeg (0.53) vs. Pittaburgh (0.47) Game 2: Edmonton (0.35) vs. Washington (0.65) Game 3: Calgary (0.38) vs. Nashville (0.62) \-e( Game 4: Montreal (0.41) vs. Tampa Bay (055) Game 5: Vancouver (0.33) vs. San Jose (OST) anadian team wins their game. (Canadia at at least one C Wh teams are shown in bold.) at is the probability that at least one C 0.925 4) 0. 847 (B) 0.863 (C) 0.886 (D) 0.904 ting?

Answer 1

P(at least one canadian team win)=1 - P(all non-canadian win]

= 1 - .47*.65*.62*.59*.67

= 0.925

So correct option is [ E ]