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The Decision Sciences department head at a university will be scheduling faculty to teach courses during the coming fall semester. Three required courses need to be scheduled. The three courses are at the UG, MBA, and MS levels. Three professors will be assigned to the courses, with each professor receiving one of the courses. Student evaluations of professors are available from previous terms. Based on a rating scale of 5, the average student evaluations for each professor are shown below.
Course
Professor UG MBA MS
A 3.4 4.2 4.3
B 4.6 3.9 4.0
C 4.3 4.2 -
Professor C does not have a Ph. D. and cannot be assigned to teach the MS-level course. If the department head makes teaching assignments based on maximizing the student evaluation ratings over all three courses, what staffing assignments should be made?
Formulate an integer programming model for this assignment problem by determining
(a) The decision variables.
(b) The objective function.
(c) All the constraints.
Note: Do NOT solve the problem after formulating.
We may think that this is similar to a Fresnel Integral (sin(x^2)). In that case, we would set z=e^(iz)^2, and then integrate over the special contour with regions I: 0 to R, II:
How many different 6-letter code words can be formed from the first 8 letters of the alphabet if adjacent letters must be different?
What is the probability that a California adult is an internet user, given that he or she is a college graduate? Round your answer to 2 decimal places.
Rate of change occurs in a side of a triangle with respect to the change occurs in another side - Find the rate it is dropping?
Identification of the Slope and y-intercept, and x-intercept of the given equation
When the members of the Eye and I Photo Club discussed what type of film they had used during the past month, the following information was obtained; 77 used black and white film, 24 used only black and white, 65 used color, 18 used only color
In the questions I have below it says a bowl has eight ping pong balls numbered 1,2,2,3,4,5,5,5. You pick a ball at random.
During the last hour, a telemarketer dialed 20 numbers and reached 4 busy signals, 3 answering machines, and 13 people. Use this information to determine the empirical probability that the next call will be answered in person.
What are some of the benefits of being able to find the expected value of a probability distribution? Give an example of how this could be used your advantage in a business setting
In a carnival game the players selects two coins from a bag containing two silver dollars and six slugs
Explain Isomorphism of Two Groups, Let G = (Q, +) and let K = Z be the subgroup of integers
Give the y values for x = -2, -1, 0, 1, 2, 3. Using these points, draw a curve.
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