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A factory produces three models: copupe, ranchera, and economy. Each car needs the quantities of each of the following concepts listed in matrix C, in conveniently chosen units: materials, personnel, taxes and transportation. 7 10 2 C= 8 3 3 7 1 P= 60 40 90 V= 15 7 The matrix P indicates the weekly production and the matrix V the value of a unit of each concept. Get the arrays that represent a) The weekly units needed for each concept b) The costs of a car of each model c) The total cost of weekly production

A factory produces three models: copupe, ranchera, and economy. Each car needs the quantities of each of the following concepts listed in matrix C, in conveniently chosen units: materials, personnel, taxes and transportation. 7 10 2 C= 8 3 3 7 1 P= 60 40 90 V= 15 7 The matrix P indicates the weekly production and the matrix V the value of a unit of each concept. Get the arrays that represent a) The weekly units needed for each concept b) The costs of a car of each model c) The total cost of weekly production

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Determinants
Section3.CM: Cumulative Review
Problem 28CM: A manufacture produce three models of a product and ships them to two warehouse. In the matrix...
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A factory produces three models: copupe, ranchera, and economy. Each car needs the quantities of each of the following concepts listed in matrix C, in conveniently chosen units: materials, personnel, taxes and transportation. 7 10 C= 8 9. 3 7 1 P= 60 40 90 V= 15 7 2 The matrix P indicates the weekly production and the matrix V the value of a unit of each concept. Get the arrays that represent a) The weekly units needed for each concept b) The costs of a car of each model c) The total cost of weekly production
Transcribed Image Text:A factory produces three models: copupe, ranchera, and economy. Each car needs the quantities of each of the following concepts listed in matrix C, in conveniently chosen units: materials, personnel, taxes and transportation. 7 10 C= 8 9. 3 7 1 P= 60 40 90 V= 15 7 2 The matrix P indicates the weekly production and the matrix V the value of a unit of each concept. Get the arrays that represent a) The weekly units needed for each concept b) The costs of a car of each model c) The total cost of weekly production
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