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(Solved): If Ax=b, where A=[[1,-2,-4],[2,1,-3],[1,3,2]],x=[[x_(1)],[x_(2)],[x_(3)]] and b=[[-3],[4],[5]], dete ...



If

Ax=b

, where

A=[[1,-2,-4],[2,1,-3],[1,3,2]],x=[[x_(1)],[x_(2)],[x_(3)]]

and

b=[[-3],[4],[5]]

, determine: a) determinant of

A

. (3 marks) b) if

A

is singular or non-singular? (1 mark) c) the rank of

A

and of

A_(5)

and hence determine the nature of the solution. (3 marks) d)

A^(-1)

(6 marks) e) the solution for the set of equations using the answer obtained in part d). (3 marks) II) Determine the eigenvalues and corresponding eigenvectors of

Ax=\lambda x where A=([3,10],[2,4])

(10 marks)

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