Introduction to Lincar Progromming (a) maximize 3r, +22 subject to 2r- 2 2, I +2r S8. " 20.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Exercise 4.4. Solve the following lincar programming problems
by graphical method.
Introduction to Lincar Programming
67
(a)
maximize 3r +22
2 2,
I +2r2 < 8,
2 20.
subject to 21-
(b)
2r + 3r2
a + 12<1,
3r, + 22 S 4,
2220.
maximize
subject to
maximize
3z + 2r2
subject to
2, + r <1,
< 2,
(d)
maximize
3r, + 4r,
a - 1 S-1,
- + 1g S 0,
ra 2 0.
subject to
(e)
maximize
8000z, + 7000z,
subject to
: S 66,
+ a, < 45,
< 20,
3r, +
21
:< 40,
:> 0.
Transcribed Image Text:Exercise 4.4. Solve the following lincar programming problems by graphical method. Introduction to Lincar Programming 67 (a) maximize 3r +22 2 2, I +2r2 < 8, 2 20. subject to 21- (b) 2r + 3r2 a + 12<1, 3r, + 22 S 4, 2220. maximize subject to maximize 3z + 2r2 subject to 2, + r <1, < 2, (d) maximize 3r, + 4r, a - 1 S-1, - + 1g S 0, ra 2 0. subject to (e) maximize 8000z, + 7000z, subject to : S 66, + a, < 45, < 20, 3r, + 21 :< 40, :> 0.
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