2. Total charge Q is uniformly distributed over a conducting spherical surface (not a volume charge distribution) of radius R. See Fig.2 below. (1). Using Gauss's law to calculate the electric field E=E(r) at any point with a distance r away from the center of the sphere for (a). rR. Then plot E=E(r).

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Chapter1: Units, Trigonometry. And Vectors
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2.
Total charge Q is uniformly distributed over a conducting spherical surface (not a
volume charge distribution) of radius R. See Fig.2 below.
(1). Using Gauss's law to calculate the electric field E=E(r) at any point with a distance r away from
the center of the sphere for (a). r<R; (b) r>R. Then plot E=E(r).
(2). Using the calculated E(r), determine the electric potential V(r) at any point with a distance r away
from the center of the sphere for (a). r<R; (b) r>R. Then plot V=V(r).
A1
ro
Fig.2 for Problem 2.
+t
Transcribed Image Text:2. Total charge Q is uniformly distributed over a conducting spherical surface (not a volume charge distribution) of radius R. See Fig.2 below. (1). Using Gauss's law to calculate the electric field E=E(r) at any point with a distance r away from the center of the sphere for (a). r<R; (b) r>R. Then plot E=E(r). (2). Using the calculated E(r), determine the electric potential V(r) at any point with a distance r away from the center of the sphere for (a). r<R; (b) r>R. Then plot V=V(r). A1 ro Fig.2 for Problem 2. +t
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