1. A company produces two colors of cloth, namely red and pink. In order to produce these colors, 2 special raw materials are being used by the company. The production data is given below: Meters of raw material per meter of Maximum daily availability Red Cloth Pink Cloth Raw Material 1 2 1 6 Raw Material 2 4 24 Profit per ton (1000) According to the dealer, the daily maximum demand for red cloth is 2 meters and the daily demand for red cloth can't exceed that for pink cloth by more than 1 meter. The company wants to maximize its daily profit. a. Construct the LP Model of this problem. b. Find the optimal solution using Graphs. (graphing paper or desmos) c. Find the optimal solution using Excel Solver. (Sheet 1)
1. A company produces two colors of cloth, namely red and pink. In order to produce these colors, 2 special raw materials are being used by the company. The production data is given below: Meters of raw material per meter of Maximum daily availability Red Cloth Pink Cloth Raw Material 1 2 1 6 Raw Material 2 4 24 Profit per ton (1000) According to the dealer, the daily maximum demand for red cloth is 2 meters and the daily demand for red cloth can't exceed that for pink cloth by more than 1 meter. The company wants to maximize its daily profit. a. Construct the LP Model of this problem. b. Find the optimal solution using Graphs. (graphing paper or desmos) c. Find the optimal solution using Excel Solver. (Sheet 1)
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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