A) 0.51 MeV
B) 1.2 MeV
C) 59 keV
D) 13.6 eV
Correct Answer: C
Solution :
\[^{\lambda }{{k}_{\alpha }}=0.021\,nm=0.21{\AA}\] Since\[^{\lambda }{{k}_{\alpha }}\]corresponds to the transition of an electron form L-shell to K-shell, therefore \[{{E}_{L}}-{{E}_{k}}=(in\,eV)=\frac{12375}{\lambda (in\,{\AA})}=\frac{12375}{0.21}\] \[\cong 58928\,eV\] Or \[\Delta E\approx 59\,keV\] Note:\[\Delta E(in\text{ }eV)=\frac{12375}{\lambda (in\,{\AA})}\]comes for \[E=\frac{hc}{\lambda }.\]You need to login to perform this action.
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