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matrix.... (a) (2 points) . Draw T1 (t) =, 0 (a) (2 points) Draw 91 (t) O ft < 47. Draw the intersection between and

matrix....

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(a) (2 points) . Draw T1 (t) =, 0

(a) (2 points) Draw 91 (t) O ft < 47. Draw the intersection between and the plane x = O. (b) (6 points) Let 112 612 724 4 9 13 By employing the Rouch - Capelli theorem discuss the solvability of the linear system Ax = b and specify if the solution exists unique. In case of existence, determine the solution(s) employing the Gaussian Elimination method.

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