This is the second time I post this question, the answer online the other post is not correct, you can take it as a reference but please don't follow all. For the online answer the other posted, in part b, 1-v²/c² = 1-(0.6c)²/c²=1-0.36c²/c²not 1-0.6c²/c². In part c, the other write ? is the wavelength of recoil electron(we assume it is ?e) not wavelength of scattered photon(assume as ?p), ?? = ?p'-?p not ??=?p'-?e so in the online answer ?p'=??+?e(?'=??+?), ?'=(2.426+1.535)pm is wrong. Please get me the correct steps and answer please! I ready don't know how to finish this question. Thank you!

electron and is red-shifted by 2.426 pm, and the recoil electron gains a speed of 0.6c. Here c is the speed of light in vacuum. (a) Determine the scattering angle of the photon (in degree).

(b) Calculate the kinetic energy (in keV) and the linear momentum (in kg?m/s of the recoil electron.

(c) Find the angle (in degree) between the travelling directions of the scattered photon and the recoil electron.

(d) Determine the wavelength (in pm and the energy (in keV) of the photon before and after scattering.

Express the values to 3 significant figures, if necessary.

C3. Refer to the figure below, in a Compton scattering experiment, a photon hits a stationary, free electron and is red-shifted by 2.426 pm, and the recoil electron gains a speed of 0.6c. Here c is the speed of light in vacuum. (a) Determine the scattering angle of the photon (in degree). (2 marks) (b) Calculate the kinetic energy (in ke V) and the linear momentum (in kg.m/s) of the recoil electron. (2 marks) (c) Find the angle (in degree) between the travelling directions of the scattered photon and the recoil electron. (4 marks) (d) Determine the wavelength (in pm) and the energy (in keV) of the photon before and after scattering. (2 marks) Express the values to 3 significant figures, if necessary. M Calcium plate Radioactive P, E source Figure for C3 Figure for C4