MATH SOLVE

5 months ago

Q:
# Dice The seller of a loaded die claims that it will favor the outcome 6. We don’t believe that claim, and roll the die 200 times to test an appropriate hypothesis. Our P-value turns out to be 0.03. Which conclusion is appropriate? Explain. a) There’s a 3% chance that the die is fair. b) There’s a 97% chance that the die is fair. c) There’s a 3% chance that a loaded die could randomly produce the results we observed, so it’s reasonable to conclude that the die is fair. d) There’s a 3% chance that a fair die could randomly produce the results we observed, so it’s reasonable to conclude that the die is loaded.

Accepted Solution

A:

Answer:Option bStep-by-step explanation:Given that the seller of a loaded die claims that it will favor the outcome 6.A hypothesis test was conducted with H0: p = 1/6Ha: p>1/6(one tailed test)p value = 0.03Whenever p <0.03 we reject null hypothesisHence we find that for p>0.03 we accept that die is fairb) There’s a 97% chance that the die is fair.