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(1 point) Let L R R be the linear operator defined by (a) Find the dimension of the range of L: (b) Find the

(1 point) Let L R R be the linear operator defined by (a) Find the dimension of the range of L: (b) Find the dimension of the kernel of L: L(x) = -8x1 +20x2+8x3 10x2 -24x1 + 24x3 (c)let & be the subspace of R3 spanned by 2, and -25% 256 Find the dimension of (S):

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