find an orthogonal basis for the given subspace V and use your answer to find the projection of f onto V
a. V Pi C e(I-1,1]), f (i) = 12 - t+1
b. V Pi C C°([0, 1]), f(t) = t2 +t - 1
(c) Let C(a, b]) denote the vector space of continuous functions on the interval [a, b]. If f, g e C(a, b]), define )=f(t)8(t)dt. a
