. (a) Find the change in wavelength of 80-pm x-rays that are
scattered 120° by a target. (b) Find the angle between the directions of the recoil electron and the incident photon. (c) Find
the energy of the recoil electron.
Δλ=λ(1−cosφ)=3.6 pm,\Delta \lambda=\lambda(1-\cos\varphi)=3.6~pm,Δλ=λ(1−cosφ)=3.6 pm,
θ=arctan(1−Δλλ)=87.4°,\theta=\arctan(1-\frac{\Delta \lambda}{\lambda})=87.4°,θ=arctan(1−λΔλ)=87.4°,
E=hc(1λ−1λ+Δλ)=9.3 ⋅10−17 J.E=hc(\frac 1{\lambda}-\frac 1{\lambda+\Delta\lambda})=9.3~\cdot 10^{-17}~J .E=hc(λ1−λ+Δλ1)=9.3 ⋅10−17 J.
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