# Each semester, the students in the college of business at State University must have their course schedules

## Question:

Time Between Arrivals (min.) . Probability

4 ......... .20

5 ......... .30

6 ......... .40

7 ........... .10

1.00

The time required by the adviser to examine and approve a schedule corresponds to the following probability distribution:

Schedule Approval (min.) . Probability

6 ........... .30

7 ............ .50

8 ............ .20

1.00

Simulate this course approval system for 90 minutes. Compute the average queue length and the average time a student must wait. Discuss these results.

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