1(a) Given the Linear Programming (LP) problem below, Max Z = 5x + 4y s.t 6x + 4y < 24 6х + 3y < 22.5 x +y< 5 x + 2y < 6 -x +y<1 y< 2. х, у 2 0. Analyze and solve the problem, comment on the solution and what will be your recommendation with respect to the solution.

Algebra and Trigonometry (6th Edition)
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Author:Robert F. Blitzer
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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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1(a) Given the Linear Programming (LP) problem below,
Маx Z
5x + 4y
s.t
6x + 4y < 24
бх + 3у < 22.5
x +y<5
x + 2y < 6
-x +y<1
y< 2.
x, y > 0.
Analyze and solve the problem, comment on the solution and what will
be your recommendation with respect to the solution.
AN[10]
(b) Out of a stock of three engineering components A,B and C given as
200, 120 and 150 respectively, it is required to produce two types of
circuits. Circuit type I requires 20 resistors,10 transistors and 10
capacitors, while printed circuit type IlI requires 10 resistors, 20
transistors and 30 capacitors. If a type I circuit sells at Gh.5 cedis each
and type Il circuit at Gh.12 cedis each.
Transcribed Image Text:1(a) Given the Linear Programming (LP) problem below, Маx Z 5x + 4y s.t 6x + 4y < 24 бх + 3у < 22.5 x +y<5 x + 2y < 6 -x +y<1 y< 2. x, y > 0. Analyze and solve the problem, comment on the solution and what will be your recommendation with respect to the solution. AN[10] (b) Out of a stock of three engineering components A,B and C given as 200, 120 and 150 respectively, it is required to produce two types of circuits. Circuit type I requires 20 resistors,10 transistors and 10 capacitors, while printed circuit type IlI requires 10 resistors, 20 transistors and 30 capacitors. If a type I circuit sells at Gh.5 cedis each and type Il circuit at Gh.12 cedis each.
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