Examlex
The following linear programming problem has been solved by The Management Scientist.Use the output to answer the questions.
LINEAR PROGRAMMING PROBLEM
MAX 25X1+30X2+15X3
S.T.
1)4X1+5X2+8X3<1200
2)9X1+15X2+3X3<1500
OPTIMAL SOLUTION
Objective Function Value = 4700.000 OBJECTIVE COEFFICIENT RANGES RIGHT HAND SIDE RANGES
a.Give the complete optimal solution.
b.Which constraints are binding?
c.What is the dual price for the second constraint? What interpretation does this have?
d.Over what range can the objective function coefficient of x2 vary before a new solution point becomes optimal?
e.By how much can the amount of resource 2 decrease before the dual price will change?f. What would happen if the first constraint's right-hand side increased by 700 and the second's decreased by 350?
Artificiality
The condition or quality of being artificial or synthetic, as opposed to naturally occurring.
Real-world Environments
Settings or situations that occur in everyday life, outside of controlled or experimental conditions.
Random Assignment
A method used in experiments to evenly distribute participants across various treatment groups, ensuring each group is comparable at the start.
Experimental Group
The group in an experiment that receives the variable being tested, allowing researchers to determine the effect of that variable.
Q5: The decision making process includes implementation and
Q6: Consider the following two-person zero-sum game.Assume
Q6: A toy train layout designed to represent
Q12: If Project 5 must be completed before
Q14: If the maximin and minimax values are
Q17: Arrivals at a box office in the
Q31: A beer distributor needs to plan how
Q38: Write the linear program for this transshipment
Q44: If a time series has a significant
Q55: Uncontrollable inputs are the decision variables for