PART 5 In a 8 Week OR class in for sophomores, the average speed for solving...

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PART 5 In a 8 Week OR class in for sophomores, the average speed for solving the OR Model per student as a function of the number of weeks in class is given in the following table. Week, x 1 2 3 4 6. 7 8 Minute per week, y 100 78 55 35 30 23 14 12 Determine the coefficients a and b in the non-linear relationship, ŷ = a + b(8 – x)², that best fit the given data. (Hint: Minimize the sum of the absolute value of the deviations between observed y and estimated ŷ). Be sure your model is a linear programming model. [15 points] PART 5 In a 8 Week OR class in for sophomores, the average speed for solving the OR Model per student as a function of the number of weeks in class is given in the following table. Week, x 1 2 3 4 6. 7 8 Minute per week, y 100 78 55 35 30 23 14 12 Determine the coefficients a and b in the non-linear relationship, ŷ = a + b(8 – x)², that best fit the given data. (Hint: Minimize the sum of the absolute value of the deviations between observed y and estimated ŷ). Be sure your model is a linear programming model. [15 points]

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y a b8x 2 Let the initial values of a and b be 1 The table above is constructed below Week 1 2 3 4 5 ... View the full answer