can an electric field exist at a point where the electrical potential there is zero
Yes, the actual value of the potential is irrelevant -- only its gradient matters.
really
Sure. It's the same way for gravitational potential.
wait E = Grad V
but if V = 0 then wont E always be zero
V = 0 does not imply that grad V = 0.
The function f(x) = x is zero at x = 0, but the slope there is still 1.
OH true!
thanks man
also umm what about this A collection of points all at the same potential cannot be distributed throughout a volume. They must lie on a single surface is this False
as a whole conductor can be at an equi potential so, its a volume of equi potential points
Yes, that statement is false.
you know any good places to learn electro dynamics, get a firm understanding on it
Walter Lewin's lecture series on MIT"s Open CourseWare is a good first course in Electricity and Magnetism.
yeah thats what ive been watching
http://ocw.mit.edu/courses/physics/8-02-electricity-and-magnetism-spring-2002/index.htm
hes an amazing teacher
He's excellent.
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