The electric potential difference AV, also called voltage, is expressed in terms of the electric field as follows AV = - | Edr where, a is the initial position and b is the final position. If an electric field in a region in space is defined as E= Br where B is just a constant without an arbitrary value. What is the electric potential difference from position 0 to R?

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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The electric potential difference AV, also called voltage, is expressed in terms of the electric field as follows
AV =
| Edr
a
where, a is the initial position and b is the final position.
If an electric field in a region in space is defined as
E= Br
where B is just a constant without an arbitrary value. What is the electric potential difference from position 0 to R?
1
AV =
BR3
3
1
AV =
BR3
AV =
1
(1– B)aR³
2
AV =
Br3
O AV = -(1-B)aR³
1
AV =
Br3
1
AV =
BR2
Transcribed Image Text:The electric potential difference AV, also called voltage, is expressed in terms of the electric field as follows AV = | Edr a where, a is the initial position and b is the final position. If an electric field in a region in space is defined as E= Br where B is just a constant without an arbitrary value. What is the electric potential difference from position 0 to R? 1 AV = BR3 3 1 AV = BR3 AV = 1 (1– B)aR³ 2 AV = Br3 O AV = -(1-B)aR³ 1 AV = Br3 1 AV = BR2
1
AV =
βR2
1
AV =
Br3
Ο ΔV= (1- βR?)αR
Ο ΔV= - R3
Transcribed Image Text:1 AV = βR2 1 AV = Br3 Ο ΔV= (1- βR?)αR Ο ΔV= - R3
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