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Suppose that an electron is trapped in a one- dimensional, infinite potential well of width 250 nm is excited from the 2nd ex

Considering all of the possible ways that the excited electron can de-excite back down to the ground state, what is the longe

What is the wavelength of an electron in the ground state of a hydrogen atom? Answer: 3.32 Check You did not give the correct

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3 we have to find longest wavelength by possible ways of de- erecitation. we know that 221lf Ipê will jump from n=2 to n=1 Eg180 DEE by Eiev= 16 X1019 53 180 10.281-6 X1619= 6-62X16S9v v= 16.32X150 6.62*1034 IV 2.0.65 x 1015 42 Lewe Knoow that 2E CIOY 0-12HUVI It is dongest wavelength. (Marmane = 2.465X165 HZ shortest wavelength we can find ile electron whethemes jumb for

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