P2.27. Application of Gauss' law for the electric field in integral form and symmetry. Charge is distributed with density p(x. y, z) in a cubical box bounded by the planes x = ±1 m, y = ±1 m, and z = ±1 m. Find the displacement flux ema- nating from one side of the box for cach of the following cases: (a) p(x, y, z) =
P2.27. Application of Gauss' law for the electric field in integral form and symmetry. Charge is distributed with density p(x. y, z) in a cubical box bounded by the planes x = ±1 m, y = ±1 m, and z = ±1 m. Find the displacement flux ema- nating from one side of the box for cach of the following cases: (a) p(x, y, z) =
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Transcribed Image Text:P2.27. Application of Gauss' law for the electric field in integral form and symmetry.
Charge is distributed with density p(x, y, z) in a cubical box bounded by the
planes x = +1 m, y = +1 m, and z = +1 m. Find the displacement flux ema-
nating from one side of the box for each of the following cases: (a) p(x, y, z) =
(3 - x? - y? - 2) C/m² and (b) p(x, y, z) = Vlxyz| C/m³.
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