Please answer all parts to the question below: **I will upvote!**

6. Suppose that X1, X2 .., Xn form a random sample from the following paf, where 0 > 0 is unknown, but b > 0 is a known constant: f (x10) = #+y x2b > 0; f (x10) = 0, otherwise. Find the MLE for 0. (I) Write out the simplified L function: L=f. (X| 0) = It_,f (X, 10) = (II) Write out the function In (L) of 0 in simplified form. Ln (L) = (III) Write out the derivative of In (L) in simplified form. (IV) Write out the M.L.E., 0, of 0, in simplified form