A souvenir store wishes to produce two models of souvenirs: model A and model B. Every model-A souvenir will result to ₱14 profit, and every model-B souvenir will result to ₱23 profit. To manufacture a model-A souvenir requires 3 minutes on stage 1 and minutes on stage 2. A model-B souvenir requires 5 minutes on stage 1 and 4 minutes on stage 2, There are 270 minutes on stage 1 and 360 minutes on stage 2 for processing order. How many souvenirs of each model should the store make in order to maximize profit? Required: olve the linear programming model using simplex method.
A souvenir store wishes to produce two models of souvenirs: model A and model B. Every model-A souvenir will result to ₱14 profit, and every model-B souvenir will result to ₱23 profit. To manufacture a model-A souvenir requires 3 minutes on stage 1 and minutes on stage 2. A model-B souvenir requires 5 minutes on stage 1 and 4 minutes on stage 2, There are 270 minutes on stage 1 and 360 minutes on stage 2 for processing order. How many souvenirs of each model should the store make in order to maximize profit? Required: olve the linear programming model using simplex method.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A souvenir store wishes to produce two models of souvenirs: model A and model B. Every model-A souvenir will result to ₱14 profit, and every model-B souvenir will result to ₱23 profit. To manufacture a model-A souvenir requires 3 minutes on stage 1 and minutes on stage 2. A model-B souvenir requires 5 minutes on stage 1 and 4 minutes on stage 2, There are 270 minutes on stage 1 and 360 minutes on stage 2 for processing order. How many souvenirs of each model should the store make in order to maximize profit?
Required: olve the linear programming model using simplex method.
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