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The ratio of potential energy to the total energy of an electron in a Bohr orbit of the hydrogen atom, is

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Important Questions on Atoms

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The ratio of angular speed to the tangential speed of electron in nth orbit of hydrogen atom is
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The ratio of wavelengths of first line of Balmer series and that of the second line of Lyman series, in hydrogen spectrum is
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Which of the following can't be the angular momentum of an electron orbiting in a hydrogen atom?
 
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The shortest wavelength of Lyman series in hydrogen spectrum is
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The total energy of electron in third stationary orbit of H-atom is about
 
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The ratio of shortest wavelengths of hydrogen atom in Lyman, Balmer and Paschen series are in the ratio of
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Lyman series produced by hydrogen atom lies in the region of
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If energy required to remove one of the two electrons from He atom is 29.5 eV, then what is the value of energy required to convert a helium atom into α-particle?