There is only the Coulomb force acting on particle B: F(t) = 1 sin(t)). (0)...

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There is only the Coulomb force acting on particle B: F(t) = ЧАЧВ 1 sin(t)). (0) cos (t) Starting by taking advantage of the fact that F(t) = P(t), show that the total change in momentum during the scattering process (Ap = POUT - PIN) can be evaluated as 0 = What is the value of μ? Remember that it follows from the conservation of angular momentum that mr²(t)(t) = bpo. There is only the Coulomb force acting on particle B: F(t) = ЧАЧВ 1 sin(t)). (0) cos (t) Starting by taking advantage of the fact that F(t) = P(t), show that the total change in momentum during the scattering process (Ap = POUT - PIN) can be evaluated as 0 = What is the value of μ? Remember that it follows from the conservation of angular momentum that mr²(t)(t) = bpo.

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