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Now assume that both the H and the I move when the molecule rotates so the rotating HI molecule
is a rigid rotator and calculate: c) the rotator’s moment of inertia
d) the greatest wavelength of radiation that can rotationally excite the molecule.

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There exists in nature a particle known as the muon. It is just a heavy electron with a mass mµ = 207me. It decaysin 10−6seconds. Suppose there exists a molecule analogous to H+2(two protons + 1 electron), but with the electronreplaced by a muon:(a) Find the equilibrium separation of the nuclei (R0) in such a molecule.(b) If a rotational state is excited, estimate the wavelength of the emitted radiation in the transition to the groundstate