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[QUE/CM-06002]

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Examine the scattering produced by a repulsive central force  $f= k r^{-3}$. Show that the  differential cross section is given by   $$\sigma(\Theta)\ d\Theta ={k\over 2E} {(1-x) dx \over x^2 (2-x)^2  \sin \pi x} $$  where $x$ is the ratio ${\theta/ \pi}$ and $E$ is the  energy.

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