A hollow cylinder of radius r and height h has a total charge q uniformly distributed over its surface. The axis of the cylinder coincides with the z axis, and the cylinder is centered at the origin, as shown in the figure. (Figure 1) Part A What is the electric potential V at the origin? • View Available Hint(s) Ov= , In( - V1+) 2r 4r-2 V = 2negh h h2 h? OV = - In h 2r 1+ 4r2 Figure 2r h 4r2 1+ h? < 1 of 1 V = -In + 2negh O V= In( + V1+) h? OV= h 2r 2negh 4r2 Submit Part B Complete previous part(s) Provide Feedback

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What is the electric potential VVV at the origin?

A hollow cylinder of radius r and height h has a total
charge q uniformly distributed over its surface. The axis
of the cylinder coincides with the z axis, and the cylinder
is centered at the origin, as shown in the figure. (Figure
1)
Part A
What is the electric potential V at the origin?
• View Available Hint(s)
oV=n(-V1+ 몫)
2r
-In
h
2Tegh
h2
ov = n( - Vī+ )
h
2r
h²
4r2
O V
2Tegh
oV-n(+ v1+ 몸)
2r
-In
h
4p2
h2
Figure
1 of 1
O V
2negh
= In( + V1+)
h2
O V =
2Tegh
h
2r
4r2
Submit
►y
Part B Complete previous part(s)
h
Provide Feedback
Transcribed Image Text:A hollow cylinder of radius r and height h has a total charge q uniformly distributed over its surface. The axis of the cylinder coincides with the z axis, and the cylinder is centered at the origin, as shown in the figure. (Figure 1) Part A What is the electric potential V at the origin? • View Available Hint(s) oV=n(-V1+ 몫) 2r -In h 2Tegh h2 ov = n( - Vī+ ) h 2r h² 4r2 O V 2Tegh oV-n(+ v1+ 몸) 2r -In h 4p2 h2 Figure 1 of 1 O V 2negh = In( + V1+) h2 O V = 2Tegh h 2r 4r2 Submit ►y Part B Complete previous part(s) h Provide Feedback
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