2. In the vector space P we are given the integral inner product defined by (pig)=fp(X)q(x)dx....

  

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2. In the vector space P we are given the integral inner product defined by (pig)=fp(X)q(x)dx. Let p(X) = X and q(x) = x + X. Compute (a) p and q (b) the distance dist(p,q) between p and q. (c) the angle = 2. In the vector space P we are given the integral inner product defined by (pig)=fp(X)q(x)dx. Let p(X) = X and q(x) = x + X. Compute (a) p and q (b) the distance dist(p,q) between p and q. (c) the angle =