Bernie the Gambler is betting on several games this month. He can bet that one team will win, the other team will win, or that there will be a tie. The probabilities of each team winning or a tie are given in the table below. TeamAtomsGeneralsEaglesAtoms Win: 0.30 Eagles Win: 0.60 Tie: 0.10Generals Win: 0.09 Eagles Win: 0.89 Tie: ____AtomsGenerals Win: 0.28 Atoms Win: 0.67 Tie: 0.05 (a) For the Eagles versus Atoms game, if Bernie bets on both teams in the same game, then the events "Eagles win" and "Atoms win" are which of the following? mutually exclusiveindependent both mutually exclusive and independentneither mutually exclusive nor independent (b) What is the probability of a tie between the Eagles and the Generals? (c) Bernie decides to go with the long odds and bet on the teams that are the underdogs. What is the probability that the Generals will beat both the Eagles and the Atoms and that the Atoms will beat the Eagles? (Assume each game is independent.)