One particle, of charge ql, is held at rest at the origin. Another particle, of charge q2,

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One particle, of charge ql, is held at rest at the origin. Another particle, of charge q2, approaches along the x axis, in hyperbolic motion: x(t) = √b2 + (ct)2; it reaches the closest point, b, at time t = 0, and then returns out to infinity.

(a) What is the force F2 on q2 (due to q1) at time t?

(b) What total impulse (I2 = f∞_∞ F2dt) is delivered by q2 to q1 ?

(c) What is the force F1 on q1 (due to q2) at time t?

(d) What total impulse (I1 = f∞_∞ F1dt) is delivered to q1 by q2 ?

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