Let P2 be the space of all polynomials of degree 2 or less. The following subset 12 {p(t) € P2 | (P(t) + 1)dt = a? + 3} of P2 is a subspace of P2 if the values of a are OA. None of the given options O...

Let P2 be the space of all polynomials of degree 2 or less. The following subset<br>12<br>{p(t) € P2 | (P(t) + 1)dt = a? + 3}<br>of P2 is a subspace of P2 if the values of a are<br>OA. None of the given options<br>O B. a=-3 or a=3<br>OC. a= 0 or a=12<br>OD. a=-2, a=2<br>O E. a=-12, a=12<br>Reset Selection<br>

Extracted text: Let P2 be the space of all polynomials of degree 2 or less. The following subset 12 {p(t) € P2 | (P(t) + 1)dt = a? + 3} of P2 is a subspace of P2 if the values of a are OA. None of the given options O B. a=-3 or a=3 OC. a= 0 or a=12 OD. a=-2, a=2 O E. a=-12, a=12 Reset Selection

Jun 04, 2022

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Let P2 be the space of all polynomials of degree 2 or less. The following subset 12 {p(t) € P2 | (P(t) + 1)dt = a? + 3} of P2 is a subspace of P2 if the values of a are OA. None of the given options O...

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