V for a linear charge of length I and charge density Pl at a point b in the x-y plane from the origin Find its electrical potential. The line coincides with the charge z-axis and extends from z=-l/2 to z=1/2.

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V for a linear charge of length l and charge density Pl at a point b in the x-y plane from the origin Find its electrical potential. The line coincides with the charge z-axis and extends from z=-l/2 to z=1/2. 

V for a linear charge of length I and charge density Pl at a point b in
the x-y plane from the origin
Find its electrical potential. The line coincides with the charge z-axis
and extends from z=-l/2 to z=1/2.
Transcribed Image Text:V for a linear charge of length I and charge density Pl at a point b in the x-y plane from the origin Find its electrical potential. The line coincides with the charge z-axis and extends from z=-l/2 to z=1/2.
Expert Solution
Concept and Principle:

The voltage or electric potential is defined as the work done to move a particle from one point to another in an electric field. In the given system we have a linear charge which supplies the electric field. Voltage can be written as,

V=Q4πε0r

Here Q is the charge, r is the distance to the point from the charge, and ε0 is the vacuum permittivity.

The given system can be drawn as,

Advanced Physics homework question answer, step 1, image 1

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