Please review the question below.

Q2 Q2 14 Points Problem 2. [14 pts] Suppose X1, ..., X, is a random sample from a distribution with density function fx (x;0) = (0+1)10 if0 -1. We want to construct an approximate 100(1 - o)% confidence interval for 0 based on its maximum likelihood estimator. (a) [10 pts] Compute the margin of error of this confidence interval. (b) [4 pts] Give reasons why this type of margin of error like (a) will not make the confidence interval reach the exact probability 1 - o