11) The wave functions obtained by solving the Schrodinger equation for the simple harmonie motion are 7.00 - A ) 18...
10) The wave functions obtained by solving the Schrodinger equation for the simple harmonic motion is: v.(E) = A e-y-2/2 (y). Here y = (a)"25, normalization constant A = [(a/ 2/(2" n!)]"2 and n=0, 1, 2, ... are the vibrational quantum numbers. H.(y) is the Hermite polynomial and it is defined as: Hly)= (-1)" ey^2 (d" e-y^2? (dyn J a) Calculate the fourth (i.e. n = 3) wave function, using the above formulas.