-3q and 2q charges are placed at some distance. Where you would place third charges q so that the new force on this charge is zero.
∣F1∣=F2,|F_1|=F_2,∣F1∣=F2,
F1=−3kq2(a+x)2,F_1=\frac{-3kq^2}{(a+x)^2},F1=(a+x)2−3kq2,
F2=2kq2x2,F_2=\frac{2kq^2}{x^2},F2=x22kq2,
3a+x=2x,\frac{\sqrt3}{a+x}=\frac{\sqrt 2}{x},a+x3=x2,
x=a23−2=a(2+6)x=\frac{a\sqrt2}{\sqrt3-\sqrt2}=a(2+\sqrt6)x=3−2a2=a(2+6) at right from the charge 2q.2q.2q.
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