According to Bohr's Model of hydrogen at...

According to Bohr's Model of hydrogen atom

Total energy of the electron is quantized

Angular momentum of the electron is quantized and given as `sqrt(l(l+1)).(h)/(2pi)`

Both (A) and (B)

None of the above

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The correct Answer is:

According to Bohr's model of H-atom, both
(i) total energy of the electron is quantized and
(ii) angular momentum of the electron is quantized and is given as `sqrt(l(l+1)) (h)/(2pi)` and true.

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Bohrs model of hydrogen atom.

the radius of nth orbit is proportional to `n^(2)`

the total energy of electron in nth orbit is proportional to `n`

the amgular momentum of the electron in an orbit is an integral multiple of `h//2 pi`

the magnitude of the potential energy of an electron in any orbit is greater than its kinetic energy

According to the Bohr's model of hydrogen atom

total energy of the electron quantised

angular momentum of the electron is quantised and given as `sqrtl(l+1)cdoth/2pi`

Both (1) and (2)

None of the above

According to Bohr's theory of hydrogen atom

There is only fixed set of allowed orbitals for the electron

The allowed orbitals of the electrons are elliptical in shape

The moment of an electron from one allowed to another allowed orbital is forbidden

No light is emitted as long as the electron remains in an allowed orbital