Suppose we have a package of seeds, each of which is modeled by a Bernoulli distribution with a success of p. We let X be either 0 or 1, and the probability mass function for a single seed is f( x ; p) =p*(1 – p)1-× . We plant n of these and count the number of those that sprout. Assume that each seed sprouts independently of the others. Determine the maximum likelihood estimator of the parameter p

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