Choose the correct option: (1) Electric field inside charged conducting sphere is constant and non-zero. (2) Electric field on the surface of charged conducting sphere is sigma/280 (c) The direction of electric field on the surface charged conducting sphere is perpendicular to surface. (d) Electric potential inside the charged conducting sphere is 0
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Explanation:
We interpret the question as referring to the field just outside the sphere (that is, at locations roughly equal to the radius r of the sphere). Since the area of a sphere is A=4πr
2
and the surface charge density is σ=q/A (where we assume q is positive for brevity),then
E=
ϵ
0
σ
=
ϵ
0
1
(
4πr
2
q
)=
4πϵ
0
1
r
2
q
which we recognize as the field of a point charge .
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