(c) Charge lies in the z = -2 plane in the form of a square sheet defined by -2 < x < 2 m, -2 < y< 2 m with a charge density Ps 2(x2 + y2 + 4)3/2 nCm-2. |(0,0,0) z= -2 (i) From symmetry, what are the x and y components of the resulting electric field at the origin? (ii) Find the z component of the electic field.
(c) Charge lies in the z = -2 plane in the form of a square sheet defined by -2 < x < 2 m, -2 < y< 2 m with a charge density Ps 2(x2 + y2 + 4)3/2 nCm-2. |(0,0,0) z= -2 (i) From symmetry, what are the x and y components of the resulting electric field at the origin? (ii) Find the z component of the electic field.
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Transcribed Image Text:-2 plane in the form of a square sheet defined by –2 < x < 2 m,
(c) Charge lies in the z =
-2 <y< 2 m with a charge density ps = 2(x² + y² + 4)3/2 nCm².
(0,0,0)
y
z=-2
(i)
From symmetry, what are the x and y components of the resulting electric field at the
origin?
(ii)
Find the z component of the electic field.
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