4. Two psychologists are each comparing their overall performance evaluations conducted at their respective universities. Assume a normal distribution for performance evaluations at each university. The results are as follows:

Psychologist A Psychologist B

Score 62 Score = 77

= 55 = 64

= 9 = 12

A) Which psychologist scored higher on the evaluation relative to their university?

B) For each psychologist, state the probability of randomly selecting an evaluation with their specific score or HIGHER.