Math, asked by ishabakhtani9896, 1 year ago

Total spectral lines in balmer series n=2 from n2=5 will be

Answers

Answered by Anonymous
230

\Huge\underline{\underline{\sf Answer}}

\large\underline{\underline{\sf Total\:no.\:of\: spectral\:line\:is\:6}}

\Huge\underline{\underline{\sf Solution}}

\large\underline{\underline{\sf Given:}}

  • \sf{n_1=2}

  • \sf{n_2=5}

\large\underline{\underline{\sf To\:Find:}}

  • Total spectral line in balmer series of \sf{n_1\: and\:n_2} (N)=?

_________________________________________

We know that :

\large{\boxed{\sf N=\frac{(n_2-n_1)(n_2-n_1+1)}{2}}}

\large\implies{\sf N=\frac{(5-2)(5-2+1)}{2} }

\large\implies{\sf N=\frac{3×4}{2} }

\large\implies{\sf N=\frac{12}{2}}

\large{\sf N=6 }

Hence

\large\underline{\underline{\sf Total\:no.\:of\: spectral\:line\:is\:6}}

Answered by Itzcrush93
13

HLW Frnd.....

Refer to the attachment

Hope it helps....keep asking....

✨Itzcrush✨

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