Question: Consider the Weibull distribution f(x) = {β/δ(x/δ) β1 e (x/δ), 0 (a) Find the likelihood function based on a random sample of size n. Find

Consider the Weibull distribution
f(x) = {β/δ(x/δ) –1 e €“ (x/δ), 0 (a) Find the likelihood function based on a random sample of size n. Find the log likelihood.
(b) Show that the log likelihood is maximized by solving the equations


Mf In(x) In(x) 1/8

(c) What complications are involved in solving the two equations in part (b)?

Mf In(x) In(x) 1/8

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