Two equal and opposite charges +3nc are placed at the corners A and B of a equilateral triangle of side 1m . Calculate magnitude and direction of resultant electric field at corner "C"
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Explanation:
For equilateral triangle AOB, AO=OB=BA=a and AC=OC=BC=r
The potential at centroid C is V=kAC2q+kOC−q+kBC−q=kr2q−krq−krq=0
The net electric field at centroid C is E=kr22q−kr2qcos30−kr2qcos30=k(0.2)r22q=0
As the total charge is zero so for dipole moment the choice of origin is independent. We assume O as origin.
dipole moment , p=−q(0)−q(Li^)+2q(2Li^+23Lj^)
or p=
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