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Ration of m^(th) to n^(th) wavelength of...

Ration of `m^(th)` to n^(th)` wavelength of Balmer series in H-atom is equal to :

A

` (lambda_n)/(lambda_n) = (( m+2)^2)/((n+2)^2) xx ((n + 2)^2-4)/((m+2)^2 -4)`

B

` (lambda_n)/(lambda_n) = (( m+2)^2)/((n+2)^2) xx ((n + 2)^2-4)/((m+2)^2 -4)`

C

` (lambda_n)/(lambda_n) = (( m+2)^2)/((n+2)^2) xx ((n + 2)^2-4)/((m+2)^2 +4)`

D

` (lambda_n)/(lambda_n) = (( m+2)^2)/((n+2)^2) xx ((n + 2)^2-4)/((m+2)^2 +4)`

Text Solution

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The correct Answer is:
A

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