Consider a hypothetical experiment where a man with a fungus uses an antifungal drug and is cured. Consider this, then, a sample of one from a Bernoulli distribution with probability function fix) = p^∞ q ^L–∞ x = 0, 1, where p is the probability of a success (cure) and q = 1 — p. Now, of course, the sample information gives x = 1. Write out a development that shows that p = 1.0 is the maximum likelihood estimator of the probability of cure.