San Pascual produces two products, Tory and Burch. Tory requires two hours grating and four hours and painting. Product Burch requires five hours in grating and two hours in painting . The manufacturers has 3 graters and 2 painting machines, therefore in a 40 week there are 120 hours of grating capacity and 80 hours of painting capacity. The profit for Tory is P 3 and Burch P 4 . Prepare the following: Tabular form Objective function Constraints the number of units to maximize the profit ( indicate the maximized profit)
San Pascual produces two products, Tory and Burch. Tory requires two hours grating and four hours and painting. Product Burch requires five hours in grating and two hours in painting . The manufacturers has 3 graters and 2 painting machines, therefore in a 40 week there are 120 hours of grating capacity and 80 hours of painting capacity. The profit for Tory is P 3 and Burch P 4 . Prepare the following: Tabular form Objective function Constraints the number of units to maximize the profit ( indicate the maximized profit)
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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San Pascual produces two products, Tory and Burch. Tory requires two hours grating and four hours and painting. Product Burch requires five hours in grating and two hours in painting . The manufacturers has 3 graters and 2 painting machines, therefore in a 40 week there are 120 hours of grating capacity and 80 hours of painting capacity.
The profit for Tory is P 3 and Burch P 4 .
Prepare the following:
Tabular form
Objective function
Constraints
the number of units to maximize the profit ( indicate the maximized profit)
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