For the second part of this problem, it asks to find the maximum number of electrons that could be ejected from the metal (from the first part of the problem) by a burst of photons with the total energy of 2.14 x 10^-7 J. My work function that I found was 5.12 x 10^-19
I dont understand how to go about this problem since I dont know what it means by "total energy" and how thats different from regular energy. Which equation am I supposed to be plugging into?
Achieve question 6
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Re: Achieve question 6
So total energy refers to all the energy in a stream of photons. So in there are 20 photons and they each have 5 J, the total energy would be 100 J.
The question is asking for the maximum number of electrons that can be ejected. So we assume the electrons are ejected with 0 kinetic energy. So, the work function of an electron should equal the energy of an incoming photon. If we take the total energy of a stream of photons and divide that by the work function, we get the maximum possible amount of electrons ejected. We make the assumption that the incoming photons in that stream have the exact energy of the work function.
The question is asking for the maximum number of electrons that can be ejected. So we assume the electrons are ejected with 0 kinetic energy. So, the work function of an electron should equal the energy of an incoming photon. If we take the total energy of a stream of photons and divide that by the work function, we get the maximum possible amount of electrons ejected. We make the assumption that the incoming photons in that stream have the exact energy of the work function.
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Re: Achieve question 6
I am pretty sure the total energy refers to the Energy in the equation Energy = KE + ϕ. In this case, you already know the "total" energy as given in the problem. You would have to find how much photons are emitted using your work function. So, in this case, you would divide the total energy by the work function.
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