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1. Find a basis for the image and kernel of the following matrices. It does not have to be an orthonormal basis, but dont in

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MILLLLLLLLL LL Image of a matrix is generated by Columns of that matris, and Kernal of a matrix As solution of Auro. (3 763-66 A1699 z U20 6 12 2 27 12ool (7(3-4 * 23 2 21 [200] [2362 M :1(246 So basis of Image is {(1,1,1) For basis of Nall space AX=for null space Ax=0, giver [!]33-18 80101 033- [] R₂-7R2-R, To 2] 11121IIIIIIIII = ury=o, y=0 = U=0 so Nulspace is zero space

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