There are four charges, each with a magnitude of 2.20
For this to occur the like charges must be opposite each
other.
The Force due to the opposite charge will be away from the
center
and = k*q^2/r^2 = 9.0x10^9*(2.2x10^-6)^2/(0.39*sqrt(2))^2 =
0.143N
It components along the sides are 0.143*cos(45) and 0.143*sin(45) =
0.101N
Now the charges adjacent create force = k*q^2/r^2 =
9.0x10^9*(2.2x10^-6)^2/0.39^2 = 0.286N
Now adding we get Fx = 0.286 - 0.101 = 0..185N and Fy = 0.286-0.101
= 0.185N
So F = sqrt(Fx^2 + Fy^2) = sqrt(0.185^2 + 0.185^2) = 0.2616N
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