You have a suspicion that the dice used at a casino are not fair, that side 6 comes up more frequently than it should. You manage to take a die home with you and roll it 1000 times. You note that side six comes up 180 times. If you test the hypothesis that the probability of a 6 = 1/6, against the alternative that the probability of a 6 > 1/6 at the 0.01 level, the tests statistic and critical values are respectively. (a) 0.84, + 2.33 (b) 1.45, + 2.58 (c) 1.13, + 2.33 (d) 1.26, + 2.58 (e) 1.33, + 2.33 (f) None of the above

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You have a suspicion that the dice used at a casino are not fair, that side 6 comes up more
frequently than it should. You manage to take a die home with you and roll it 1000 times. You
note that side six comes up 180 times. If you test the hypothesis that the probability of a 6 = 1/6,
against the alternative that the probability of a 6 > 1/6 at the 0.01 level, the tests statistic and
critical values are respectively.

(a) 0.84, + 2.33
(b) 1.45, + 2.58
(c) 1.13, + 2.33
(d) 1.26, + 2.58
(e) 1.33, + 2.33
(f) None of the above 

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