Q2) if the electrical flux density resulted from a point charge in free space is (26.55a, + 53.1a, + 61.95a, pC ), find the electrical field m2 intensity.

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Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2;
pC
at
m2
pC
pC
(y=-3), 5 at (x=1, z=1), and 1:
at (x=2), find in Cartesian
т
m2
components, the
(i) Resulted electrical field intensity at point Q (1,90°,1).
(ii) Resulted electrical flux density at point Q (1,90°,1).
Q2) if the electrical flux density resulted from a point charge in free space
pC
is (26.55a, + 53.1a, + 61.95a,
find the electrical field
m2
intensity.
Q3) given the electrical flux density equal to (20r²a, ), find
m²
(i) The total electric flux leaving the surface of a sphere of radius
(r)=1
(ii) The total charge lying within the sphere of radius (r)=1
Transcribed Image Text:Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2; pC at m2 pC pC (y=-3), 5 at (x=1, z=1), and 1: at (x=2), find in Cartesian т m2 components, the (i) Resulted electrical field intensity at point Q (1,90°,1). (ii) Resulted electrical flux density at point Q (1,90°,1). Q2) if the electrical flux density resulted from a point charge in free space pC is (26.55a, + 53.1a, + 61.95a, find the electrical field m2 intensity. Q3) given the electrical flux density equal to (20r²a, ), find m² (i) The total electric flux leaving the surface of a sphere of radius (r)=1 (ii) The total charge lying within the sphere of radius (r)=1
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