A rigid rotor is described by the following wave function. 1])(9, (p) = {y/Z sin(9) cos(9) eHW what are the quantum numbers t and m, that correspond to this wave function? What is the energy, the magnitude of angular momentum, and the zcomponent of angular momentum for a rigid rotor described by this wave function? Express your answers in terms of n and I (moment of inertia). Staple\" Compare the given wave function _ _ i "2 - no; we, (a) (8") sin(e) cos(6) e to the rst few spherical harmonic functions. which spherical harmonic function dues the given wave function resemble? ,7 1 1/2 (in) V, ( A )1/2 \"5(9) 47: " $(yn sin(9) em\" i (r/2a cosz(9) 1) g)\" sin(9) cos(9) eW' t (if/2 sinz(5) 6'2\"\" V What are the quantum numbers l and m, that correspond to the wave function? (Where applicable, include the sign of the value in your answer.) ll lyli "'1 .o/E Stanza\" What is the energy for a rigid rotor described by the given wave function? (Use the following as necessary: h and I.) what is the magnitude of angular momentum for a rigid rotor described by the given wave function? (Use the following as necessary: h and I.) 2~45fi