When an electron makes a transition from (n + 1) state to n^(th) state, the frequency of emitted radiations is related to ‘n’ according to ( n gt gt 1)

When an electron makes a transition from (n + 1) state to n^(th) state

1.	When an electron makes a transition from (n + 1) state to n^(th) state, the frequency of emitted radiations is related to ‘n’ according to ( n gt gt 1)
Answer» `v =(2cRz^2)/(n^3)` `v= (cRZ^2)/(n^4)` `v= (cRZ^2)/(n^4)` `v=(2cRZ^2)/(n^2)` Solution :`UPSILON = C/(LAMBDA) = c.bar(upsilon) = CZ^2 R [ 1/(n^2) - 1/((n+1)^2)] = (2CRZ^2)/(n^3)`