**Graph Explanation:**This graph illustrates the relationship between the wave-length (in Angstroms) and the angle of scattering (in degrees). The x-axis represents the angle of scattering, ranging from 0 to 180 degrees. The y-axis shows the wavelength in Angstroms, spanning from 0.01 to 0.07.A curve is plotted on the graph, represented by the equation:\[ \lambda = 0.022 + 0.0485 \sin^2 \frac{\theta}{2} \]Data points are marked with solid black circles, representing values obtained from absorption measurements (Compton scattering).**Question:**8. From Figure H.3, can you calculate the Compton wavelength \(\lambda_C\)? The units of the y-axis are Angstroms.

According to the figure, the scattered wavelength for any scattering angle θ is λ=0.022+0.0465sin2θ2…

Answered: .06 .05 0s Ourve, 1. 0.022 + .0485 ain…

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.06 .05 0s Ourve, 1. 0.022 + .0485 ain •-A from absorption eaure- menta (Compton). .01 1800 90 Anglo of sonttering- 155 8. From Figure H.3, can you calculate the Compton wavelength Ac? The units of the y axis are Angstroms.