An eccentric colleague is interested in the proportion of US residents who have eaten
a muffin at some point in their lives. Suppose your colleague believes the true proportion must
be between p = 0.6 and p = 0.9. Now from a random sample of 200 US residents, you find 190 have eaten a muffin. You may
assume each resident is independent from all others. Repeat your hypothesis test in part (d), but instead of the standard method making use of
the Central Limit Theorem, calculate an exact p-value using the Binomial Distribution.
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