Question

Player 1: 0.597090909 Player 2: 0.6122727273 Consider a hypothetical Player3 who gets a score of 0.59 for `This Round’ every round. Someone hypothesis that the mean scores for each of Player1, Player 2 and Player3 are the same. (a) Would you reject or (accept and) not reject this hypothesis at the a= 0.05 = 5% significance level? (b) Would you reject or (accept and) not reject this hypothesis at the a= 0.01 = 1% significance level? (c) Is there some borderline or threshold value of t which you would not be sure whether or not to reject the hypothesis (i.e., a p-value)? If so, what can you say about this value?

          Player 1: 0.597090909
Player 2: 0.6122727273
Consider a hypothetical Player3 who gets a score of 0.59 for `This Round’ every round.
Someone hypothesis that the mean scores for each of Player1, Player 2 and Player3 are the same.
(a) Would you reject or (accept and) not reject this hypothesis at the a= 0.05 = 5%
significance level?
(b) Would you reject or (accept and) not reject this hypothesis at the a= 0.01 = 1%
significance level?
(c) Is there some borderline or threshold value of t which you would not be sure
whether or not to reject the hypothesis (i.e., a p-value)? If so, what can you say about this value?

Added by Patrick W.

Question

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