Please solve only 2nd highlighted question complete A diatomic molecule is modeled as a Morse oscillator, and one finds that its energy leveldifferences decrease from E2 – E, = 2024.3 cm-1 to E, – E, = 1689.5 cm-1.(a) Use this information and the quantum energy levels for the Morse oscillator to find thequantity, hw, in cm-1 (wavenumbers).(b) What is the dissociation energy, D (in kJ/mole) for this Morse oscillator?(Note that the energy units, 11.9627 J/mole = 1 cm-1.)%3DAs a follow-up to the previous problem, the Morse oscillator for a different diatomicmolecule has D = 384 kJ/mole and hw = 1440 cm1. (Again, 11.9627 J/mole = 1 cm1.)(a) What is the energy of the pictured eigenfunction? Report the energy in cm-1 relative tothe minimum in the potential well.(b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energydifference between this state and molecular dissociation?

The energy of the nth vibrational state of a Morse oscillator is given by: En = ħω [n + 12] - ħωx(n…

As a follow-up to the previous problem, the Morse oscillator for a different diatomic molecule has D = 384 kJ/mole and ħw = 1440 cm-¹. (Again, 11.9627 J/mole = 1 cm¯¹.) www (a) What is the energy of the pictured eigenfunction? Report the energy in cm¹ relative to the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?

As a follow-up to the previous problem, the Morse oscillator for a different diatomic molecule has D = 384 kJ/mole and ħw = 1440 cm-¹. (Again, 11.9627 J/mole = 1 cm¯¹.) www (a) What is the energy of the pictured eigenfunction? Report the energy in cm¹ relative to the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?