Charge Q is divided into two parts which are then kept some distance apart. The force between them will be maximum if the two parts are

Q.Charge Q is divided into two parts which are then kept some distance apart. The force between them will be maximum if the two parts are

(a) Q/2 and Q/2

(b) Q/2 and 3Q/4

(c) Q/2 and 2Q/3

(d) e and (Q-e)

Sol: (a)

Let charge be q and Q-q

$ \displaystyle F= k\frac {q(Q-q)}{r^2} $

For F to be maximum

$ \displaystyle \frac{dF}{dq}= 0 $

Q-2q = 0

q =Q/2

Charges are Q/2 , Q/2

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