The standard form of the following linear programming model is given. Find the values of variables at the point of intersection of constraint 1 and constraint 3 . (Round your answers to 3 decimal places.) (ii) Min Z = 2x, +2x,+Os, + Os, +Os; 6x – 2x, -5 = 3 -2x + 3x, - 5, = 6 X +x, +53 = 6 Subject to: a. What is the value of x? X1 b. What is the value of x2? X2 c. What is the value of s? S d. What is the value of s2? S2 e. What is the value of s3? S3 f. What is the value of the objective function? Minimum value

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter8: Evolutionary Solver: An Alternative Optimization Procedure
Section8.3: Introduction To Evolutionary Solver
Problem 2P
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The standard form of the following linear programming model is given. Find the
values of variables at the point of intersection of constraint 1 and constraint 3
. (Round your answers to 3 decimal places.)
(ii)
Min Z = 2x, +2x, + Os, + Os, + Os;
Subject to:
6x – 2x, - 5, = 3
-2x, + 3x, - 5, = 6
X+x, +s; = 6
X,2, 5,52, 5, 20
a. What is the value of x?
X1
b. What is the value of x?
X2
c. What is the value of s?
S
d. What is the value of s?
S2
e. What is the value of s3?
S3
f. What is the value of the objective function?
Minimum value
Transcribed Image Text:The standard form of the following linear programming model is given. Find the values of variables at the point of intersection of constraint 1 and constraint 3 . (Round your answers to 3 decimal places.) (ii) Min Z = 2x, +2x, + Os, + Os, + Os; Subject to: 6x – 2x, - 5, = 3 -2x, + 3x, - 5, = 6 X+x, +s; = 6 X,2, 5,52, 5, 20 a. What is the value of x? X1 b. What is the value of x? X2 c. What is the value of s? S d. What is the value of s? S2 e. What is the value of s3? S3 f. What is the value of the objective function? Minimum value
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