Question: For each matrix A, find a basis for the kernel and image of TA, and find the rank and nullity of TA. (a) (b) (c)

For each matrix A, find a basis for the kernel and image of TA, and find the rank and nullity of TA.
(a)
For each matrix A, find a basis for the kernel

(b)

For each matrix A, find a basis for the kernel

(c)

For each matrix A, find a basis for the kernel

(d)

For each matrix A, find a basis for the kernel

102 213 21-13-1 103 11-42 1252 2112 1340 0336 1123 21-0

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b We have ker T A X AX 0 to determine this space we use gaussian elimination Hence ke... View full answer

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