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A thick slab of charge of uniform charge density p lies between -d/2 < x < d/2. The charge extends to ±∞ in the x- and y-directions. Use Gauss' Law to determine the electric field, E(r), for z <-d/2, -d/2 d/2. Sketch a plot of |E(r)| vs. z.

A thick slab of charge of uniform charge density p lies between -d/2 < x < d/2. The charge extends to ±∞ in the x- and y-directions. Use Gauss' Law to determine the electric field, E(r), for z <-d/2, -d/2 d/2. Sketch a plot of |E(r)| vs. z.

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can you help me with this please and sketch it

A thick slab of charge of uniform charge density p lies between -d/2 < x < d/2. The charge extends to ±∞ in the x- and y-directions. Use Gauss' Law to determine the electric field, E(r), for z <-d/2, -d/2<z<d/2 and z > d/2. Sketch a plot of |E(r)| vs. z.
Transcribed Image Text:A thick slab of charge of uniform charge density p lies between -d/2 < x < d/2. The charge extends to ±∞ in the x- and y-directions. Use Gauss' Law to determine the electric field, E(r), for z <-d/2, -d/2<z<d/2 and z > d/2. Sketch a plot of |E(r)| vs. z.
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