The 1st electron in the H2 atom is ejected from the atom after absorbing a total amt of Energy = 20.4eV . Calculate its de Broglie wavelenght in A^0 (mass of electron is 9.1 *10^-31 kg)
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ok..wait a sec dude :)
first of all angstrom= 10^-10 m is that okay?
then \[E= \frac{ h*c }{ \lambda }\] but it would be great if you can convert this eV
1eV= 1.60217646 × 10^-19 joules
but that does nt work..))
i did..this 1 st time....and let me recheck it..
mass is given in the question (electron)
i think we shuld use it...
\[32.6808* 10^{-19}=\frac{ 6.626*10^{-34}*3*10^8 }{ \lambda }\]
u would get 60.... some thing
but the answer shuld be 4.7 A
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