calculate the wavelength,wave number and frequency of photon having an energy equal to three electron volts?
@chmvijay
Planck's relation for the energy of 1 photon: \[\large E _{photon}=h ~ f = \frac{ h ~ c }{ \lambda }\] \[\large E _{photon}= 3 E _{electron}\] What the question is: what is \(E_{electron}\)?
thnx brother!
Well we can't answer the question yet... thinking about how we find \(E_{electron}\) :)
@hamza10 you don't have anymore information? like a number for the electron energy?
i jus have the value of H which is a constant
yaaa thinking:)
is that correlation of Einstein equation and this equation? @Frostbite
not only mc^2 it should be 3mc2 right sine three electrons are there
@chmvijay m still confused can u make it clear to me?
but iam not sure on this
how much wavelength we will get the answer when we calculate by this formula have u done
LOL
ok leave it LOL
lol we need the information about what energy the electrons should process. I doubt that he got all information.
You know h. Photons travel at the speed of light, so you know c. all you have to do is to put in 3 and solve for wavelength. What am I missing?
sorry i got a change in the question can u make it now?
@chmvijay @Frostbite @Preetha
energy equal to three electrons i dont think its so simple
we need also to find the wave number nd frequency?
still confusing man :P
me 2 :(
common smile man u will get it soon :)
yeah!
LOL
its eV
yeah! it was a mistake now i have solved the question @chmvijay
good :) next time please don't make mistake OK :)
yeah! i thought i put everyone in trouble due to this mistake :P
no problem but at least we thought how we can tackle this ? anyway it was not a tall problem ;)
yeahh!
@Preetha The problem at the time was that the energy of the electron was unknown. So two unknown with 1 equation.
@Frostbite i have done it
I know, just saying why me and chmvijay were having some hardships with the problem. As it wasn't 3 electrons but 3 electron volts :P
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