Atoms Test - 67...

Let $$v_{1}$$ be the frequency of the series limited of the Lyman series, $$v_{2}$$ be the frequency of the first line of the Lyman series, and $$v_{3}$$ be the frequency of the series limited of the Balmer series. Then:

If $$ A_{n}$$ is the area enclosed in the $$ n$$th orbit in a hydrogen atom then the graph log $$ \left ( \frac{A_{n}}{A_{1}} \right )$$ against log $$ n$$: 

The quantum number n of the state finally populated in $$He^{+}$$ ions is 

In the figure six lines of emission spectrum are shown. Which of them will be absent in the absorbtion spectrum.

Check the correctness of the following statements about the Bohr Model of hydrogen atom:
$$(i)$$ The acceleration of the electron in $$n=2$$ orbit is more than that in $$n=1$$ orbit.
$$(ii)$$ The angular momentum of the electron in $$n=2$$ orbit is more than that in $$n=1$$ orbit.
$$(iii)$$ The KE of the electron in $$n=2$$ orbit is less than that in $$n=1$$ orbit

The absorption spectrum of $$H$$-atom is found in _______.

Find the value of principal quantum number n corresponding 20 kg satellite.

The figure above represents some of the lower energy levels of the hydrogen atom in simplified form.
If the transition of an electron from $$E_4$$ to $$E_2$$ were associated with the emission of blue light, which one of the following transitions could be associated with the emission of red light?

Find the radius of first two allowed orbits.

In a hydrogen atom, electron is in the $$n^{th}$$ excited state. It comes down to the first excited state by emitting $$10$$ different wavelengths. The value of $$n^{th}$$ is