Question: n X n matrices ! (7) Consider the operator L : R3[t] - R2, L(p) = (p(0), p(1) ). Show that L is onto. What

n X n matrices ! (7) Consider the operator L :
n X n matrices ! (7) Consider the operator L : R3[t] - R2, L(p) = (p(0), p(1) )". Show that L is onto. What is the dimension of Ker(L)

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