Question: Use the data in Problem #08 to answer this Problem:

The University of HARDTOGETINTO requires all applicants to submit their scores on the Scholarship Aptitude Scoring for Soreheads (SASS) examination. SASS is a standardized examination with a mean set at 50 and a standard deviation at 15. In order to get admitted an applicant must have a standardized SASS score of at least 76 and a high school grade point average of at least 3.25

Robert has applied for admission to the University. Robert has a high school grade point average of 3.56 and answered 155 questions correctly on the SASS examination. On this particular examination the national raw scores mean for correct answers was 125 and the standard deviation was 20.

1. Assuming the SASS scores are symmetrically distributed with the mean and standard deviation listed in Problem #08 and these reflect the distribution of SASS scores for applicants with at least a high school GPA of 3.25, what percent of these applicants are admitted to the university?
2. Assuming the SASS scores are symmetrically distributed with the mean and standard deviation listed in Problem #08 and these reflect the distribution of SASS scores for applicants with less than a high school GPA of 3.25, what percent of these applicants are admitted to the university?
3. What percent of the applicants with at least a 3.50 high school GRA are admitted to the University?

Price: $2.99

Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document