Two point charges q and –3q are placed at some distance apart. If the electric field at the location of q is e then at the locality of –3q, it is
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vector−E/3
Explanation:
Given that,
Electric Field = q to - 3q (+ve to -ve)
Now,
The electric field at Q = k(−3Q) vector n/d^2
where d = distance between two charges
n = direction vector
and,
The electric field at -3Q
⇒ k(Q) vector n /d^2
= vector−E/3
Learn more: Point Charges
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