PART B PLEASE

Exercise 5 Part A Find in each of the following examples an estimator using: the Maximum likelihood method the moment method Y,..., Yn id a random sample with 1. Bernoulli(p), p = (0, 1) where p is unknown 2. Normal (0,0), 0 = R is unknown and o known 3. Normal (0, ), o > 0 is unknown 4. Normal (0,0), 7 = > 0 is the unknown parameter 5. Uniform distribution (0, 0), where is 0 > 0 unknown Part B Study in each of the previous cases the properties of the computed estimators: Efficiency, consistency, Sufficiency? Are they UMVE