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What are some examples of personal or professional decisions where constrained optimization might be applied? You don't have to formulate the mathematical problem, just discuss what the decision variables would be, how would you measure success (i.e., what would you maximize or minimize), and what conditions might the decision variables need to satisfy for the decisions to be considered feasible.
The following table of grades definition is taken from a Students' handbook and it defines the scale of the final grades in a Post Graduate program.
Using the States Data Set and PHStat, create the multiple regression prediction equation.
Write your response to the following topic.
Mary's major at State is Management Science and she wants to develop a plan for purchasing and cleaning sheets using Linear Programming. Help Mary formulate a Linear Programming Nodel for this problem and solve it using the computer.
A graphical representation of a linear program is shown in the attachment. The shaded area represents the feasible region, and the dashed line in the middle is the slope of the objective function.
1. Solve the following integer programming problem. Provide only the values for A, B, and the Z. You may use any method you choose (graphical, enumeration of vertices, MS Solver, etc.)
What is the approximate distribution of SN for large N - Determine a suitable test statistic T, the distribution of T, and the critical region for the test.
Fit the best straight line y = bx + a to this set of data points. The objective is to minimize the sum of absolute deviation of each observed value of y from the value predicted by the linear relationship. Write this as a linear programming model
What is the probability that a victim randomly selected from this list of transportation fatalities for 2007 died in a train or a plane accident? Round answer to two decimal places.
Formulate a linear programming model that can be used to determine the optimal production scheduling mix that yields the best contribution solution while meeting the inventory capacity restrictions of the division for the week.
Show the scatterplot for this data with the least squares regression line. Find R^2. How much of the variation is explained by the regression line?
What research method describes the structures of experience (AKA meanings) as they present themselves to consciousness, without recourse to theory, deduction, or assumptions from other disciplines?
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