Question: (a) If the electrostatic work done on a charged particle as it moves around a closed path is zero, does this also mean that the

(a) If the electrostatic work done on a charged particle as it moves around a closed path is zero, does this also mean that the electrostatic work done on the particle is zero as it moves along a piece of the closed path?

(b) In Checkpoint $25.3 a$ we found that the electrostatic work done on the particle is the product of the $x$ components of the electric force and the force displacement. Is the same true for the electrostatic work done on a particle that is moved along path $\mathrm{AB}$ in Figure 25.6c?

(c) What happens to this electrostatic work if $(i)$ the charge on the particle and (ii) the mass of the particle is doubled?

Figure 25.3 Energy diagram for a system in which a dipole is

released from rest near a positively charged stationary object. E +q-q +

Figure 25.3 Energy diagram for a system in which a dipole is released from rest near a positively charged stationary object. E +q-q + E AK AU AE, AEth W

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