Four people play a game where each player is supposed to have the same probability of winning as the others. However, player #1 wins 4 times in a row. Using a 5% significance level, should the other players think that player 31 is cheating and why? a The other players should suspect that player #1 is cheating because they must fail to reject the null hypothesis. b The other players should suspect that player #1 is cheating because they must reject the null hypothesis. c The other players should suspect that player #1 is cheating because they must fail to reject the alternative hypothesis. d The other players should suspect that player #1 is cheating because they must reject the alternative hypothesis