In a rotating atomic nucleus shaped like a football the quantized energy levels have rotational quantum number values of 0,2,4,etc.If the energies of the first three states are 0 keV,138 keV,and 460 keV,calculate the moment of inertia of the nucleus. A)9.41 $\times$ 10^-36 keV•s² B)9.41 $\times$ 10^-36 eV•s² C)1.43 $\times$10^-17 keV•s² D)1.43 $\times$ 10^-17 eV•s² E)9.41 $\times$10^-33 keV•s²

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The Answer of In a rotating atomic nucleus shaped like a football the quantized energy levels have rotational quantum number values of 0,2,4,etc.If the energies of the first three states are 0 keV,138 keV,and 460 keV,calculate the moment of inertia of the nucleus. A)9.41 $\times$ 10^-36 keV•s² B)9.41 $\times$ 10^-36 eV•s² C)1.43 $\times$10^-17 keV•s² D)1.43 $\times$ 10^-17 eV•s² E)9.41 $\times$10^-33 keV•s²

In a Rotating Atomic Nucleus Shaped Like a Football the Quantized