Find the normalization constant, N, for the antibonding orbital wave function formed from the combination of two Is atomic orbitals, where a and b refer to two different atoms. Wantibonding = WIsa - Wis.b Express your answer in terms of the wave function overlap, Q, where ôr indicates the integral over all space. (Wisavis.b

A gas-phase 127 12 molecule, with a bond length of 267 pm, rotates in three-dimensional space. The isotopic mass of 127I atom is 126.905 amu. ose the zero point energy associated with this fot -22 The zero point energy is 2.59 x 10 J. The zero point energy is 1.29 x 10-22 J. The zero point energy is 5.18 x 10-22 J. There is no zero point energy because the rotation is not constrained. Submit Part B E = Correct What is the smallest quantum of energy that can be absorbed by this molecule in a rotational excitation? Express your answer with the appropriate units. Previous Answers Submit xa ΠΑ Xb Value a b X.10n Units XX Previous Answers Request Answer

Solve questions d and e

2. What’s the bond order of the diatomic molecule Ne2? Is your result consistent with the fact that Ne is a monatomic molecule in nature? Explain.   3.  How many unpaired electrons doe the ion have? Is your result consistent with the fact that  is attracted by magnet? Explain