Two point charges -20 C and 40 C are placed r distance apart, then potential due to these charges will be zero in ?
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@Vincent-Lyon.Fr
How to mathematically show that the potential will be zero in region A and B ?
You need to be twice as far away from the 40 C charge as from the -20 C charge. It is not possible in region C where the first former distance is always smaller than the latter. Actually, in the plane, the solution will be given by two hyperbolas.
Actually i want to know how u deduced the above conclusion ?
This one You need to be twice as far away from the 40 C charge as from the -20 C charge.
Like this, \(\large \sf \frac{k\times40}{r}=\frac{k\times20}{d}\\ --> r=2d\) ??
Oh so what you wr trying to say that null point will always be closer to the smaller charge i.e -20C. In the region C any point will be closer to the 40C charge and farther from the -20C charge..?
Yes! \(V=\large k\frac{q_1}{r_1}+k \frac{q_2}{r_2}\)
yeah..yeah...i got it now ! Thank you very much sir ! \(\Huge{\overset{\frown}{\normalsize \left( \begin{matrix} \Large\cdot \quad \cdot\\ \cdot\\ \huge \smile \end{matrix} \right)}}\normalsize \\ \;/\quad \;\;\quad \backslash\)
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