The drawings show three charges that have the same magnitude but may have different signs. In all cases the distance d between the charges is the same. The magnitude of the charges is |q|=6.6 μC, and the distance between them is d=6.8 mm. Determine the magnitude of the net force on charge 2 for each of the three drawings.
q1 = q3 = +6.6*10^-6 C
d = 6.8 mm = 6.8*10^-3 m
q2 = -6.6*10^-6 C
Force on q2 due to q1 and q3 are same in magnitude but they are at right angle(θ = 90) to each other.
F21 = F23 = Kq^2/d^2
= [9*10^9 * (6.6*10^-6)^2]/(6.8*10^-3)^2
= 8478.37 N
Resultant force F = Sqrt[(F21)^2 + (F23)^2 + 2 F21 F23 cos90]
= (√2)(F21)
= 11988.41 N
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