SOLVED:(a) Using Equation 4.190 and the generalized Ehrenfest theorem (3.73), show that (d⟨𝐫⟩)/(d t)=(1)/(m)⟨(𝐩-q 𝐀)⟩. Hint: This stands for three equations-one for each component. Work it out for, say, the x component, and then generalize your result. (b) As always (see Equation 1.32 ) we identify d⟨𝐫⟩/ d t with ⟨𝐯⟩. Show that^59 m (d⟨𝐯⟩)/(d t)=q⟨𝐄⟩ (q)/(2 m)⟨(𝐩 ×𝐁-𝐁 ×𝐩)⟩-(q^2)/(m)⟨(𝐀 ×𝐁)⟩. (c) In particular, if the fields E and B are uniform over the volume of the wave packet, sho
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