Apple Inc. has a demand for its Iphone 8 and Iphone 8s phones in the Philippines for the 4th Quarter of 2017. They have to allot time to manufacture 7,000 units of Iphone 8 and 3,000 units of Iphone 8s on the last week of August. The profit per unit of Iphone 8s is Php10,000 and the profit per unit of Iphone 8 is Php8,000. The hourly capacity of the machine that produces Iphone 8 is 125 units and the hourly capacity of the machine that produces Iphone 8s is 100 units. Apple Inc. would like to maximize their profit with the available 80 hours of machine time for 1 week for both machines. (a) Formulate LP model and (b) solve 2 decision variables using graphical method
Apple Inc. has a demand for its Iphone 8 and Iphone 8s phones in the Philippines for the 4th Quarter of 2017. They have to allot time to manufacture 7,000 units of Iphone 8 and 3,000 units of Iphone 8s on the last week of August. The profit per unit of Iphone 8s is Php10,000 and the profit per unit of Iphone 8 is Php8,000. The hourly capacity of the machine that produces Iphone 8 is 125 units and the hourly capacity of the machine that produces Iphone 8s is 100 units. Apple Inc. would like to maximize their profit with the available 80 hours of machine time for 1 week for both machines. (a) Formulate LP model and (b) solve 2 decision variables using graphical 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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Apple Inc. has a demand for its Iphone 8 and Iphone 8s phones in the Philippines for the 4th Quarter of 2017. They have
to allot time to manufacture 7,000 units of Iphone 8 and 3,000 units of Iphone 8s on the last week of August. The profit per
unit of Iphone 8s is Php10,000 and the profit per unit of Iphone 8 is Php8,000. The hourly capacity of the machine that
produces Iphone 8 is 125 units and the hourly capacity of the machine that produces Iphone 8s is 100 units. Apple Inc.
would like to maximize their profit with the available 80 hours of machine time for 1 week for both machines.
(a) Formulate LP model and (b) solve 2 decision variables using graphical method
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