Question 1 Given the field D = 6psinįpa, +1.5pcos y a, C/m², evaluate both sides of the divergence theorem for the regio
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Question 1 Given the field D = 6psinįpa, +1.5pcos y a, C/m², evaluate both sides of the divergence theorem for the regio
Question 1 Given the field D = 6psinįpa, +1.5pcos y a, C/m², evaluate both sides of the divergence theorem for the region bounded by p= 2,9 = 0,4 =*, z = 0, and z = 5. [10] Question 2 i. Let Q = 84C, Q2 =-5 C and Qs = 7C be located at P (2. 5. 8). P2(6, 15, 8) and P36-1, 2, 4) respectively. If these charges are in free space, find; a) The total potential energy at P4(3. 4. 1), the location of the fourth charge, Q = 6 uC. [12] b) The Electric Potential at the location of this charge, P. [3] ii. A parallel-plate capacitor is filled with a dielectric material characterized by a relative permittivity of &r= 8, surface area on each plate, S = 0.02m- and plate separation, d = 1 mm. Find Capacitance. [5] Question 3 Find magnetic field, H and magnetic flux density, B in rectangular components at P (4.3.2), a) If there is a current filament on the z axis carrying 10 mA in the a direction. b) Repeat if the filament is located at x = -2, y = 7. c) Find H if both filaments are present [8] [8] [4]
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