Consider an infinitely long conducting shell in the shape of a right circular cylinder with radius R and uniform surface charge density o = 500, where oo is a constant. Find the potential difference Vab where points a and b are ra and ry = axis of the cylinder with ra > R. 6ra distance away from the longitudinal 500R In €0 1 1 (A) ra 6ra 500R In (1 €0 (1) (B) 500R (C) In 6 €0 500 · R2 In 6 2€0ra (D) 500R In 6 €0 (E)

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter20: Electric Potential And Capacitance
Section: Chapter Questions
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Consider an infinitely long conducting shell in the shape of a
right circular cylinder with radius R and uniform surface charge density
o = 500, where oo is a constant. Find the potential difference Vab where
points a and b are ra and ry = 6ra distance away from the longitudinal
%3D
axis of the cylinder with ra > R.
5σο R
1
1
(A)
In
€0
Ta
6ra
500R
In (1
€0
(B)
|
500R
In 6
€0
(C)
500 · R2
In 6
2€0ra
(D)
500R
In 6
€0
(E)
Transcribed Image Text:Consider an infinitely long conducting shell in the shape of a right circular cylinder with radius R and uniform surface charge density o = 500, where oo is a constant. Find the potential difference Vab where points a and b are ra and ry = 6ra distance away from the longitudinal %3D axis of the cylinder with ra > R. 5σο R 1 1 (A) In €0 Ta 6ra 500R In (1 €0 (B) | 500R In 6 €0 (C) 500 · R2 In 6 2€0ra (D) 500R In 6 €0 (E)
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