When an electron makes a transition from `(n+1)` state of nth state, the frequency of emitted radistions is related to n according to `(n gt gt 1)`:

When an electron makes a transition from (n+1) state of nth state, the frequency of emitted radiations is related to n according to (n gtgt 1) :

When an electron makes a transition from (n + 1) state to n state the frequency of emitted radiation is related to n according to (n gtgt 1)

When an electron makes a transition from (n + 1) state to n state the frequency of emitted radiation is related to n according to (n gtgt 1)

When an electron makes transition from (n+1) state to n state the wavelength of emitted radiations is related to n (ngtgtgt1) according to lamdapropn^(x). What is the value of x ?

When an electron makes transition from (n+1) state to n state the wavelength of emitted radiations is related to n (ngtgtgt1) according to lamdapropn^(x). What is the value of x ?

When an electron makes transition from (n+1) state to n state the wavelength of emitted radiations is related to n (ngtgtgt1) according to lamdapropn^(x). What is the value of x ?

In hydrogen atom electron jumps from (n+1)th state to nth state the frequency of emitted photon is directly proportional to (n>>>1)

In hydrogen atom electron jumps from (n+1)th state to nth state the frequency of emitted photon is directly proportional to (n>>1)