Consider an infinitely long nonconducting cylindirical shell of inner radius R and outer radius 2R as shown in the figure. The volume charge density of the cylinder Shell is p = 3r, where r is the distance from the axis of the cylinder. Find the potential difference (AVAB = V3 - Va) between points A and B at distances 3R and 4R from the axis respectively. (Note: R=10cm, t = 3 and ɛ, = 9.10-12(): | Nm². а) — 2,24х10°V b) 2,24x10®V c) -4,3x101ºV d) 4,3x101ºV e) –1,57x1012y
Consider an infinitely long nonconducting cylindirical shell of inner radius R and outer radius 2R as shown in the figure. The volume charge density of the cylinder Shell is p = 3r, where r is the distance from the axis of the cylinder. Find the potential difference (AVAB = V3 - Va) between points A and B at distances 3R and 4R from the axis respectively. (Note: R=10cm, t = 3 and ɛ, = 9.10-12(): | Nm². а) — 2,24х10°V b) 2,24x10®V c) -4,3x101ºV d) 4,3x101ºV e) –1,57x1012y
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Transcribed Image Text:Axis
2R
3R
4R
Consider an infinitely long nonconducting cylindirical shell of inner radius R and
outer radius 2R as shown in the figure. The volume charge density of the cylinder
Shell is p = 3r, where r is the distance from the axis of the cylinder. Find the
potential difference (AVAB = V3 – VA) between points A and B at distances 3R and
4R from the axis respectively. (Note: R=10cm, t = 3 and ɛ, = 9. 10-12 ()
Nm².
a) -2,24x10°V
2,24x10°V
c) -4,3x101°V
4,3x101°V
e) –1,57x1012y
b)
d)
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