Let p_2 be the vector space of polynomials of degree at most 2, with coefficients in the real numbers. the following operation defines an inner product on this space (p, q) = p(-) + p(0)(0) + p(1)q(1) use this inner product to find (p, q). ||q||, and the angle between p(x) and q2), for p(q) = -2° + 3x – 3 and qq) = 2x + 3. (p, q) = ||p|= ||q|| = a= (in radians).