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(a) The above figure (a) shows a nonconducting rod of length $$L=6.00 \ cm$$ and uniform linear charge density $$\lambda = +3.68 \ pC/m$$. Assume that the electric potential is defined to be $$V=0$$ at infinity. What is $$V$$ at point $$P$$ at distance $$d=8.00 \ cm$$ along the rod's perpendicular bisector?
(b) Figure (b) shows an identical rod except that one half is now negatively charged. Both halves have a linear charge density of magnitude $$3.68 \ pC/m$$. With $$V=0$$ at infinity, what is $$V$$ at $$P$$?
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(a) The above figure (a) shows a nonconducting rod of length $$L=6.00 \ cm$$ and uniform linear charge density $$\lambda = +3.68 \ pC/m$$. Assume that the electric potential is defined to be $$V=0$$ at infinity. What is $$V$$ at point $$P$$ at distance $$d=8.00 \ cm$$ along the rod's perpendicular bisector?
(b) Figure (b) shows an identical rod except that one half is now negatively charged. Both halves have a linear charge density of magnitude $$3.68 \ pC/m$$. With $$V=0$$ at infinity, what is $$V$$ at $$P$$?
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