For the hydrogen atom the energy of radiation emitted in the transitation from 4th excited state to 2nd exicited state according to Bohr 's theory is
A
0.57 eV
B
0.667 eV
C
0.967 eV
D
1.267 eV
Text Solution
Verified by Experts
The correct Answer is:
C
Using `E_(n)=(13.6)/(n^(2))` eV according to given question `E_(4th)=-(13.6)/(4)^(2)=-(13.6)/(16)eV=-0.85 eV` energy of radiation emitted in the transition `Delta E= E_(4th)-E_(2nd)=--0.85+3.4 =2.55 eV` `Delta E= E_(3rd)-E_(2nd)=-1.51 +3.41=1.89 eV` `DeltaE= E_(4th)-e_(3rd)=-0.85+1.51 =0 0.66 eV`
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