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according to bohr's theory the electronic energy of hydrogen atom in the nth bohr's orbit is given by En=-21.76*10^-19/n^2 J calculate the longest wavelength of light that will be needed to remove an electron from the 3rd orbit of an He+ atom?
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@Frostbite
You know the Bohr frequency condition? \[\large \Delta E = h f\] Delta E is the energy difference between the shells \[\large E_{2}-E _{1}=hf\] Use the formula given to calculate the 3. orbital energy.
And 1. orbital energy too.
and what about the wavelength? @Frostbite
Use wave theory: \[\large f=\frac{ c }{ \lambda }\] c is the speed of light.
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OKK!
Sorry not meant like that :)
OKk bro thanx then i will solve it tomorrow cz now i m going 4 a sleep
Sweet dreams.
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