A photon was absorbed by a hydrogen atom in its ground state, and orbit. When the excited atom returned to its ground state, visible, process, how many maximum spectral lines could be obtained -

2

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Solution

The correct option is B $2$
The emission of visible light corresponds to the transition to second orbit, since it involve Balmer series.

The formula for spectral line is given as

$\frac{1}{2} n (n - 1)$

So, for the transition from $2 \to 1$

The maximum number of spectral lines is $1$

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A photon was absorbed by a hydrogen atom in its ground state, and orbit. When the excited atom returned to its ground state, visible, process, how many maximum spectral lines could be obtained -

The correct option is B 2The emission of visible light corresponds to the transition to second orbit, since it involve Balmer series. The formula for spectral line is given as 12n(n−1) So, for the transition from 2→1 The maximum number of spectral lines is1

The correct option is B $2$
The emission of visible light corresponds to the transition to second orbit, since it involve Balmer series.

The formula for spectral line is given as

$\frac{1}{2} n (n - 1)$

So, for the transition from $2 \to 1$

The maximum number of spectral lines is $1$