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Matrices Assignment.

1. The augmented matrix of the given system of equations will be;

2. -6R1+-6R2→ R2

3. On the given augmented matrix

4. a) Augmented Matrix is:

x = -5/11

x = 58/11

= 0

e) The system of equation has no solution.

f) x = No Solution

y=No Solution.

Hence;

X=0

Y=2

Z=-2

8x-3y=h

-32x+12y=8

Divide the second equation by 4

8x-3y=h

-8x+3y=2

0=h+2

h = -2

7. There is no solution when there is a pivot in the 3rd That is when k-12=0 and 2h+5≠0, which therefore means that k=12 and h≠-5/2.

## Cite This work.

Urgent Homework (2022) . Retrive from http://www.urgenthomework.com/sample-homework/matrices-assignment-answer

Urgent Homework (2022) . Available from: http://www.urgenthomework.com/sample-homework/matrices-assignment-answer

[Accessed 24/01/2022].

Urgent Homework . ''(Urgent Homework ,2022) http://www.urgenthomework.com/sample-homework/matrices-assignment-answer accessed 24/01/2022.

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