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4. (5 points) show that the set h = (1.x - 4y = z). ly: "}is a subspace of r3. state any theorems that you x + y = 0 use. p1 5. let t: p2 β r2 be the linear transformation defined by t (p) = |2o: (2) a) (2 points) calculate t(p), where (t) = t2 β 3t+7. b) (6 points) find a polynomial q which spans the kernel of t.
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4. (5 points) show that the set h = (1.x - 4y = z). ly: "}is a subspace of r3. state any theorems t...
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