Sampson Ltd produces two products that can be produced on either of two machines. Each month, only 500 hours of time are available on each machine. The time required to produce each item by hour and machine is: Product 1 Product 2 Machine 1 3 5 Product 1 100 Product 2 120 Machine. 2 Month 1 Month 2 Month 1 Demand Demand Price 3 4 160 110 $45 $65 Month 2 Price $10 $35 The demand and price point for each product that customers are willing to pay are above. The company goal is to maximize revenue from sales from the next two months. Based on the provided information, how many constraints does this problem have excluding the non-negativity constraints?

Economics Today and Tomorrow, Student Edition
1st Edition
ISBN:9780078747663
Author:McGraw-Hill
Publisher:McGraw-Hill
Chapter5: Buying The Necessities
Section: Chapter Questions
Problem 20AA
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Sampson Ltd produces two products that can be produced on either of two machines. Each month, only 5o0 hours of time are available on each
machine. The time required to produce each item by hour and machine is:
Machine Machine
Product 1
Product 2
3
4
Month
Month 1 Month 2 Month 1
Demand
Demand
Price
Price
Product 1 100
160
$45
$65
$10
Product 2 120
110
$35
The demand and price point for each product that customers are willing to pay are above. The company goal is to maximize revenue from sales from
the next two months. Based on the provided information, how many constraints does this problem have excluding the non-negativity constraints?
Transcribed Image Text:Sampson Ltd produces two products that can be produced on either of two machines. Each month, only 5o0 hours of time are available on each machine. The time required to produce each item by hour and machine is: Machine Machine Product 1 Product 2 3 4 Month Month 1 Month 2 Month 1 Demand Demand Price Price Product 1 100 160 $45 $65 $10 Product 2 120 110 $35 The demand and price point for each product that customers are willing to pay are above. The company goal is to maximize revenue from sales from the next two months. Based on the provided information, how many constraints does this problem have excluding the non-negativity constraints?
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