Photon colliding with moving electron

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The discussion revolves around deriving the wavelength of a photon after Compton scattering with a moving electron. Participants emphasize the importance of applying conservation laws for energy and momentum to solve the problem. There is a request for hints and guidance, as some users struggle with the initial steps of the derivation. The conversation highlights the need to correctly input vectors while conserving momentum. Ultimately, users are encouraged to share their equations for feedback to identify any errors.
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Homework Statement


Consider Comton scattering of a photon by a moving electron. Before the collision the photon has wave length λ and is moving in the +x direction, and the electron is moving in the -x direction with total energy E. The photon and electron collide head-on. After the collision both are moving in the -x direction. (a) Derive an expression for the wavelength λ' of the scattered photon. (b) Show that for the case E>>mc^2, the result reduces to λ′= hc/E(1+ m^2 c^4 λ/4hcE)

Homework Equations

The Attempt at a Solution


I tried using energy and momentum conservation laws but can't seem to find it
 
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Can you please show your work?
 
AbhinavJ said:
Can you please show your work?
I would but i haven't done much progress
I just need a hint or the direction of the solution
 
Conserving momentum and energy should get you to the answer, put in the vectors correctly while conserving momentum.
 
AbhinavJ said:
Conserving momentum and energy should get you to the answer, put in the vectors correctly while conserving momentum.
did that
thx anyway
 
Einitial=Efinal
pinitial=pfinal
Plug in the values, get an answer, post the equations and somebody will point out what was wrong in them.
 
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AbhinavJ said:
Einitial=Efinal
pinitial=pfinal
Plug in the values, get an answer, post the equations and somebody will point out what was wrong in them.
File_000.jpeg


This is how i try to start
 
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