A very long, thin nonconducting rod with linear charge density = 24 %3D C/m is placed along the central axis of a long neutral (i.e. initially uncharged) conducting cylindric shell of inner radius a = 16 cm and outer radius b = 18 cm. Calculate the charge density per unit area on the inside surface of the conducting cylinder. (i.e. calculate the inner “ at radius a)

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A very long, thin nonconducting rod with linear charge density
= 24
%3D
C/m is placed along the central axis of a long neutral (i.e. initially uncharged) conducting cylindric
shell of inner radius a = 16 cm and outer radius b = 18 cm. Calculate the charge density per unit
area on the inside surface of the conducting cylinder. (i.e. calculate the inner "
at radius a)
19
Assume the answers have units of
C/m2
-23.9
+23.9
-21.2
+21.2
Transcribed Image Text:A very long, thin nonconducting rod with linear charge density = 24 %3D C/m is placed along the central axis of a long neutral (i.e. initially uncharged) conducting cylindric shell of inner radius a = 16 cm and outer radius b = 18 cm. Calculate the charge density per unit area on the inside surface of the conducting cylinder. (i.e. calculate the inner " at radius a) 19 Assume the answers have units of C/m2 -23.9 +23.9 -21.2 +21.2
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