please help me understand the problem A firm produces two types of product, Product A and Product B. The manufacturing timeand the profit contribution per product, as well as total hours for each operation, are givenin the following table.Product AProduct BHours AvailableMaterial Preparation4/31/2600Building4/51650CuringFinal Inspection1/22/45801/51/3120Profit/Tire$11$13Let X and Y represent the decision variables for the production volume of Product A andProduct B, respectively.Which constraint models the Final Inspection requirement?Select one:O a. 4/3X+ 1/2Y< 600o b. 4/5X+ Y < 650O c. 1/2X+ 2/4Ys 580o d. 1/5X+ 1/3Ys 120

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A firm produces two types of product, Product A and Product B. The manufacturing time and the profit contribution per product, as well as total hours for each operation, are given in the following table. Product A Product B Hours Available Material Preparation 4/3 1/2 600 Building Curing 4/5 1 650 1/2 2/4 580 Final Inspection 1/5 1/3 120 Profit/Tire $11 $13 Let X and Y represent the decision variables for the production volume of Product A and Product B, respectively. Which constraint models the Final Inspection requirement? Select one: O a. 4/3X+ 1/2Ys 600 o b. 4/5X+ YS 650 O c. 1/2X+ 2/4Ys 580 o d. 1/5X+ 1/3Ys 120

A firm produces two types of product, Product A and Product B. The manufacturing time and the profit contribution per product, as well as total hours for each operation, are given in the following table. Product A Product B Hours Available Material Preparation 4/3 1/2 600 Building Curing 4/5 1 650 1/2 2/4 580 Final Inspection 1/5 1/3 120 Profit/Tire $11 $13 Let X and Y represent the decision variables for the production volume of Product A and Product B, respectively. Which constraint models the Final Inspection requirement? Select one: O a. 4/3X+ 1/2Ys 600 o b. 4/5X+ YS 650 O c. 1/2X+ 2/4Ys 580 o d. 1/5X+ 1/3Ys 120

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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