Question: (1 point) Let f : R2 - R' be the linear transformation determined by f(x) = Ax where 2 A = -3 -9 4 a.

(1 point) Let f : R2 - R' be the linear
(1 point) Let f : R2 - R' be the linear transformation determined by f(x) = Ax where 2 A = -3 -9 4 a. Find bases for the kernel and image of f. vector A basis for Kernel(f) is A basis for Image( f) is

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