experienced by the charge q.
Five identical charges Q are placed
equidistant on a semicircle as shown
in the figure. Another point charge q is
kept at the center of the circle of radius
R. Calculate the electrostatic force
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Answer:
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Explanation:
force exerted by each Q on q,
F = KQq/R?
see figure, force exerted by charge Q located at D is cancelled by force exerted by charge Q located at E.
all five charges are equidistant, so, angle made by two consecutive charge on centre of it = 90/5 = 18°
so, angle made by charges located at A and B = 2 x 18° = 36°
now, resultant of A and B = V{F? + F2 + = 2F+cos369 = FV{1 + 2 cos 36°), it is directed along x - axis.
now, net force experienced by q = force exerted by charge located at C + resultant of charge located at A and B.
= F+ FV[1+ 2 cos 36°}
putting F = KQq/R²,
now, Fnet = kQq/R?[1 + V(1 + 2 cos 236°)
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