Bohr's quantum condition on electron orbits required A)that the angular momentum of the electron about the hydrogen nucleus equal nh/(2$\pi$). B)that no more than one electron occupy a given stationary state. C)the electrons to spiral into the nucleus while radiating electromagnetic waves. D)that the energies of an electron in a hydrogen atom be equal to nE_o,where E_o is a constant energy and n is an integer. E)None of these is correct.

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Bohr's quantum condition on electron orbits required that the angular momentum of the electron about the hydrogen nucleus be quantized and equal to nh/(2π), where n is an integer and h is Planck's constant. This requirement led to the formation of discrete orbits for the electrons in the atom.

Bohr's Quantum Condition on Electron Orbits Required A)that the Angular π\piπ

Bohr's Quantum Condition on Electron Orbits Required
A)that the Angular $\pi$