In the figure, the hemispherical shell has a charge density o and radius a. (a) Find the total charge contained in the annulus (marked in blue) whose own center is a distance x' away from the hemispherical center C in terms of the givens. (b) Find the electric field contribution of this annulus to the total electric field at the field point P a distance x, from the aforementioned center. P f 1 1 x=d х=хо с X-axis
In the figure, the hemispherical shell has a charge density o and radius a. (a) Find the total charge contained in the annulus (marked in blue) whose own center is a distance x' away from the hemispherical center C in terms of the givens. (b) Find the electric field contribution of this annulus to the total electric field at the field point P a distance x, from the aforementioned center. P f 1 1 x=d х=хо с X-axis
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Transcribed Image Text:1.
In the figure, the hemispherical shell has a charge density and radius a.
(a) Find the total charge contained in the annulus (marked in blue) whose own center is a
distance x' away from the hemispherical center C in terms of the givens.
(b) Find the electric field contribution of this annulus to the total electric field at the field
point P a distance x, from the aforementioned center.
P
of
x=d
х=хо
с
X-axis
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