v = [-21 0]T V = [101]T V1 Are the basis vectors v and v orthogonal? (Provide proof of your answer) the current basis vectors are not orthogonal, use projection to find v, the component of v orthogonal to (the subspace defined by) v2. That is, find v = compv2 v1, in order to create an orthogonal basis set of vectors B = {v1, v2}.