Objective: A farmer wants to minimize Revenue from producing crops in a greenhouse.Resources: The farmer has the following resources.– 400 hrs of labor;–300 Machine Hrs of capital;–1000 Sq Ft space of the greenhouse.Enterprises (activities/ products): The farmer could produce (Kg)–Tomato (T) and/or–Chilies (C).Price:–Tomato is OR 2/ Kg and of–Chilies is OR 1/Kg.Technical coefficients: see the pictureSolving the problem using the Graphical method (Mathematical Formulation: Linear Equations) InputOutput (Crop) (1 Kg)Tomato (T) Chili (C)Labor (Hrs)41Сapital(М. Hrs)11Space|(Sq Ft)

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Description: Objective: A farmer wants to minimize Revenue from producing crops in a greenhouse.Resources: The farmer has the following resources.– 400 hrs of labor;–300 Machine Hrs of capital;–1000 Sq Ft space of the greenhouse.Enterprises (activities/ products)

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Answered: Input Output (Crop) (1 Kg) Tomato (T)|…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.2: Exponents And Radicals

Problem 41E

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Objective: A farmer wants to minimize Revenue from producing crops in a greenhouse.
Resources: The farmer has the following resources.

– 400 hrs of labor;

–300 Machine Hrs of capital;

–1000 Sq Ft space of the greenhouse.

Enterprises (activities/ products): The farmer could produce (Kg)

–Tomato (T) and/or

–Chilies (C).

Price:

–Tomato is OR 2/ Kg and of

–Chilies is OR 1/Kg.

Technical coefficients: see the picture

Solving the problem using the Graphical method (Mathematical Formulation: Linear Equations)

Input
Output (Crop) (1 Kg)
Tomato (T) Chili (C)
Labor (Hrs)
4
1
Сapital
(М. Hrs)
1
1
Space
|(Sq Ft)

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Input Output (Crop) (1 Kg) Tomato (T)| Chili (C Labor (Hrs) 4 1 Capital М. Hrs) 1 1 Space Sq Ft)