The energy spectrum of a quantum system consists of just five eigen-values of the hamiltonian, 1 ("l" "l h where e 3 ev, e2 6 ev, es = 10 ev, es = 20 ev, es = 25 ev. consider n 1,2,3,4,5, the following norma lized state of this system: 1 1 1 1 1pa) clps) + 10 (a) find the unknown coefficient e (b) what is the expectation value of the energy in the state l)? (c) what is the probability that the measurement of the energy will give a value greater than this expectation value? (a)151+(b) 5]+(c)151=[15]