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3kxY - kz + 9x - 10z = 3x + 3z = kw + 3w -W -

3kxY - kz + 9x - 10z = 3x + 3z = kw + 3w -W -

Advanced Engineering Mathematics
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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5.1

 

please help help explain step by step well explained.

 

For this question, use k = 37 and z = 6.

Replace the values k and s in the following system of inear equations: (uploaded in the image) Answer the following questions.

• a) Give the coefficient matrix Alet the augmented matrix [A|b].

• b) Use the Gauss-Jordan algorithm to transform [A|b] into a reduced staggered form.

• c) Give the general solution of this system in canonical form.

d) D) Calculate the production level of the third sector only (here the metal sector).

 

give your answer with at least 3 decimals precise.

3kxY - kz + 9x - 10z = 3x + 3z = kw + 3w -W -
Transcribed Image Text:3kxY - kz + 9x - 10z = 3x + 3z = kw + 3w -W -
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