The ideal size of a first-year class at a particular college is 150 students. The college knowing from past experience that on the average only 28% of these accepted for admission will actually attend. To that end they offer admission to 460 students. What percent of times will there be a incoming class larger than 150? a. Define the random variable and give the range of possible values. b. Is the use of normal approximation appropriate? Justify your answer. ___________ c. What are values of ! & $? ___________ d. CCF? ___________ e. Z interval. ___________ f. Final answer?