The Hansel Corporation, located in Bangalore, India, makes plastics materials that are mixed with various additives and reinforcing materials before being melted, extruded, and cut into small pellets for sale to other manufacturers. Four grades of plastic are made, each of which might include up to four different additives. The table shows the number of pounds of additive per pound of each grade of final product, the weekly availability of the additives, and cost and profitability information.
Because of marketing considerations, the total amount of grades 1 and 2 should not exceed 60% of the total of all grades produced, and at least 30% of the total product mix should be grade 4.
a.) How much of each grade should be produced to maximize profit? Develop and solve a linear optimization model.
b.) A labor strike in India leads to a shortage of 20,000 units of additive C. What should the production manager do?
c.) Management is considering raising the price on grade 2 to $2.00 per pound. How will the solution be changed?© BrainMass Inc. brainmass.com October 17, 2018, 4:45 am ad1c9bdddf
The solution provides detailed explanation how to apply solver to find the maximal.
Linear program to optimize advertising spending
Linear programming applied to maximize benefit for spending advertising dollars on TV, ads, radio, etc. to affect opnion about manatees. See attachment for deails.View Full Posting Details