Identify the decision variables, Formulate the objective function and identify and formulate the constraints. You are the head of a building department. Your department is making final inspections of two types of new commercial buildings: gas stations and restaurants. Final inspections involve the work of three separate inspectors: a plumbing inspector, an electrical inspector, and a building inspector. The plumbing inspector requires 4 hours to inspect a gas station and 2 hours to inspect a restaurant. The electrical inspector requires 2 hours to inspect a gas station and 6 hours to inspect a restaurant. The building inspector requires 4 hours to inspect a gas station and 6 hours to inspect a restaurant. Considering the time required for other duties, the plumbing inspector has 28 hours a week available for inspections; the electrical inspector has 30 hours available; and the building inspector has 36 hours available. You want to inspect as many commercial buildings as possible each week. Set up this problem as a linear programming problem. Define decision variables, objective function and constrainst
Identify the decision variables, Formulate the objective function and identify and formulate the constraints. You are the head of a building department. Your department is making final inspections of two types of new commercial buildings: gas stations and restaurants. Final inspections involve the work of three separate inspectors: a plumbing inspector, an electrical inspector, and a building inspector. The plumbing inspector requires 4 hours to inspect a gas station and 2 hours to inspect a restaurant. The electrical inspector requires 2 hours to inspect a gas station and 6 hours to inspect a restaurant. The building inspector requires 4 hours to inspect a gas station and 6 hours to inspect a restaurant. Considering the time required for other duties, the plumbing inspector has 28 hours a week available for inspections; the electrical inspector has 30 hours available; and the building inspector has 36 hours available. You want to inspect as many commercial buildings as possible each week. Set up this problem as a linear programming problem. Define decision variables, objective function and constrainst
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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Identify the decision variables, Formulate the objective function and identify and formulate the constraints.
You are the head of a building department. Your department is making final inspections of two types of new commercial buildings: gas stations and restaurants. Final inspections involve the work of three separate inspectors: a plumbing inspector, an electrical inspector, and a building inspector. The plumbing inspector requires 4 hours to inspect a gas station and 2 hours to inspect a restaurant. The electrical inspector requires 2 hours to inspect a gas station and 6 hours to inspect a restaurant. The building inspector requires 4 hours to inspect a gas station and 6 hours to inspect a restaurant. Considering the time required for other duties, the plumbing inspector has 28 hours a week available for inspections; the electrical inspector has 30 hours available; and the building inspector has 36 hours available. You want to inspect as many commercial buildings as possible each week.
Set up this problem as a linear programming problem. Define decision variables, objective function and constrainst
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