Let be given the following linear system x + 2y – 3z = 4 3.x – y+ 5z = 2 4.x + y + (a? – 14)z = a + 2 where a E R is a parameter. 1-Determine the augmented matrix A associated to linear system (1) and give a row-echelon form. 2- Determine the value of the parameter a E R for which the system (1) has: a- no solution b- exactly one solution c- infinitely many d- solve the system (1) in the case of infinitely many solutions. solutions 0.

Q: Write the following system of linear equations as matrix equation A.x = b xy+3z=0 2x + y + 3z=0 3x +…

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Q: Find an equation in terms of g, h and k that makes the augmented matrix correspond to a consistent…

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Q: Consider the matrix equation over the set of real numbers given by ³22169-13 20] 2 [²3 3b -b+2c] (a)…

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Q: 3. Consider the following system of linear equations: x +y+z = 2, x +2y+3z = 5, 2.x + 3y + (m - 3)z…

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Q: 1. 2. 3. 4. Write the system as Ax = b and form the augmented matrix (Alb) ) Calculate det(A) and…

A: Since there are multipart as well as multiple questions, so here the solutions of the system-1 from…

Q: write the augmented matrix associatedwith the given system.

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Q: -2 ONone O 2

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Q: Write the system as a vector equation or matrix equation as indicated. Write the following system as…

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Q: 1 -5 5g 011 -6h 3 4-9k

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