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I'm not sure how to answer this question, and the assignment is due very soon. I don't need detailed explanations, just the basic working out.

I'm not sure how to answer this question, and the assignment is due very soon. I don't need detailed explanations, just the basic working out.

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Suppose {Xi}, is a random sample that follows i.i.d. Geometric(p) distribution. Please find the maximum likelihood estimator (MLE) for p based on an observable sample {xin fi=1 .8. [10 pts] A random variable follows a Geometric distribution with parameter 0

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