Consider the Linear Programming problem in two variables: Maximize P = 30x + 40y subject to...
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Consider the Linear Programming problem in two variables: Maximize P = 30x + 40y subject to 3x + y< 21 x +y<9 x + 3y < 21 x, y 20 A. Explain why we limit our feasible region to the first quadrant. B. Sketch a graph of the feasible region for this problem. Label all constraints. C. Pick two points inside your feasible region. Pick one point outside your feasible region. Check, using the constraints, that your point falls outside the feasible region. Consider the Linear Programming problem in two variables: Maximize P = 30x + 40y subject to 3x + y< 21 x +y<9 x + 3y < 21 x, y 20 A. Explain why we limit our feasible region to the first quadrant. B. Sketch a graph of the feasible region for this problem. Label all constraints. C. Pick two points inside your feasible region. Pick one point outside your feasible region. Check, using the constraints, that your point falls outside the feasible region.
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Related Book For
Finite Mathematics and Its Applications
ISBN: 978-0134768632
12th edition
Authors: Larry J. Goldstein, David I. Schneider, Martha J. Siegel, Steven Hair
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