A plane that is infinite in two dimensions, but with a finite thickness d carries a uniform volumetric charge density p. a) Find the electric field in the regions: i) ii) b) Point P is located a distance x from the center of the plane, on a line perpendicular to the plane's surface, as shown. How far away from point P (and in what relative location) would you need to place a point charge q so that the electric field at P is now zero? Your answer should be in terms of the variables given, and fundamental constants. VI AI
A plane that is infinite in two dimensions, but with a finite thickness d carries a uniform volumetric charge density p. a) Find the electric field in the regions: i) ii) b) Point P is located a distance x from the center of the plane, on a line perpendicular to the plane's surface, as shown. How far away from point P (and in what relative location) would you need to place a point charge q so that the electric field at P is now zero? Your answer should be in terms of the variables given, and fundamental constants. VI AI
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Transcribed Image Text:A plane that is infinite in two dimensions, but with a finite thickness d carries a uniform
volumetric charge density p.
a) Find the electric field in the regions:
i)
ii)
b) Point P is located a distance x from the center of the plane, on a line perpendicular to the
plane's surface, as shown. How far away from point P (and in what relative location)
would you need to place a point charge q so that the electric field at P is now zero? Your
answer should be in terms of the variables given, and fundamental constants.
VI
AI
Transcribed Image Text:d
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