Let i=21[01]=21[0i1].=0+1, where , are complex numbers obeying 2+2=1. Compute (a) + (b) (c) +i (d) i (e) and in the expression =++. This is an example of a basis change in Hilbert space. You were original given in the computational basis (basis of Z eigenstates) and are asked to change to the basis of X eigenstates