Use Graphical Method in solving for the linear prog model Riego Enterprises generated 2 models of high-end television. J model requires 6 labor hrs. per unit whilst K model requires 7.5 hrs. per unit. The labor capacity = 1200 hrs. The max number of model K units that can be sold = 120. Solve for the number of units of each model should the enterprise company manufacture to maximize the profit if model J contributes a profit of $200 and model K contributes a profit of $300. Deciding var. X = no. of units of model X to be produced to maximize profit Y = no. of units of model Y to be produced to maximize profit X model Y model Labor hrs. Market Constraint 6 7.5 1 Total 1200hrs 120
Use Graphical Method in solving for the linear prog model Riego Enterprises generated 2 models of high-end television. J model requires 6 labor hrs. per unit whilst K model requires 7.5 hrs. per unit. The labor capacity = 1200 hrs. The max number of model K units that can be sold = 120. Solve for the number of units of each model should the enterprise company manufacture to maximize the profit if model J contributes a profit of $200 and model K contributes a profit of $300. Deciding var. X = no. of units of model X to be produced to maximize profit Y = no. of units of model Y to be produced to maximize profit X model Y model Labor hrs. Market Constraint 6 7.5 1 Total 1200hrs 120
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter8: Polynomials
Section8.1: Adding And Subtracting Polynomials
Problem 51PPS
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