Need solutions as soon as possible please:

The scattering solution to the wave function is given by. A9\": + Be \"'1 I E I] Gem 1 3: I] w (a = { 1What happened to the second harmonic wave component Lie\"'1' for a: > 0'? C: a. The scattering amplitude D is zero as a consequence of the boundary conditions. L3 b. They represent distant reected waves to the right of the scattering potential (I) c. Pass C) d. D is not necessarily zero forthis problem. The delta function potential well is the limiting case of: C) a. The finite square well potential as the potential V = 00 C3 b. The finite square well potential as the width goes to 0 C: (2. Pass C: d. The finite square well potential as the potential V = oo and the width goes to 0 C) e. The innite square well potential as the width goes to 0 The wave function for bound state for the delta potential well (V(:r:} = or6(:r:}} is given by; m|=| n 2 m 1317(3) 2 h B Is it orthogonal to the scattering states given below? A35\" + Be 5'\" I g o Deikz I 2 I] w{3)={ C) a. Yes. but only for specic scattering amplitudes calculated in lectures (I) b. No because potential is different in each case :3 c. Pass C) d. Yes. generally true regardless of the scattering amplitudes, A B, D