Please answer (c) with a clear explanation and provide an example. The value for x=7,y=3,z=12. Painting, drying and polishing are all basic processes in the manufacturing ofcars. Theta Motor company produces three types of cars: Model A,Model B and Model C. Each Model A requires (2k + 2) hours for painting,5 hours for drying and 4 hours for polishing. Model B requires 14 hours forpainting, 7 hours for drying and k hours for polishing and Model C requires10 hours for painting, (k – 1) hours for drying and 1 hour for polishing. Thecompany has allocated 246 hours for painting, 104 hours for drying and 55hours for polishing per month.а.By assuming that x,y and z represent the number of cars produced permonth for Model A, Model B and Model C respectively and k is aconstant, transform the given information into a system of linearequations. b.Express the system of linear equations in part (a) as a matrix equationin the form of AX = B. Hence, for k = 5, solve the matrix equation todetermine the value of x, y and z by using THREE (3) different methodsbelow:Method 1: Inverse MatrixMethod 2: Gauss Jordan Elimination MethodMethod 3: Cramer's RuleShow all steps required for each method. Then, create a table tocompare the process in terms of complexity between Method 1,Method 2 and Method 3.Suggest a strategy to the company in order to maximize the number ofС.cars produced per month for each model. Provide ONE (1) completeexample.

Answered: Image /qna-images/answer/96d91212-934e-4998-af5c-418866a0cd10.jpg

Express the system of linear equations in part (a) as a matrix equation in the form of AX = B. Hence, for k = 5, solve the matrix equation to %3D determine the value of x, y and z by using THREE (3) different methods below: Method 1: Inverse Matrix Method 2: Gauss Jordan Elimination Method Method 3: Cramer's Rule Show all steps required for each method. Then, create a table to compare the process in terms of complexity between Method 1, Method 2 and Method 3. С. Suggest a strategy to the company in order to maximize the number of cars produced per month for each model. Provide ONE (1) complete example. b.

Express the system of linear equations in part (a) as a matrix equation in the form of AX = B. Hence, for k = 5, solve the matrix equation to %3D determine the value of x, y and z by using THREE (3) different methods below: Method 1: Inverse Matrix Method 2: Gauss Jordan Elimination Method Method 3: Cramer's Rule Show all steps required for each method. Then, create a table to compare the process in terms of complexity between Method 1, Method 2 and Method 3. С. Suggest a strategy to the company in order to maximize the number of cars produced per month for each model. Provide ONE (1) complete example. b.

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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