A very large sheet of wires has n wiresper length and carries the current 31 inthe direction shown. A very long wirelies a distance 3L above the sheet. Whatis the magnitude of the magnetic field adistance 2L below the wire?+yI+x+z (out)31 24TL234,nI-4TL2L2HoI4TL2L+4TL2| Hol4TL-23HonI4TL2L

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Answered: A very large sheet of wires has n wires…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Answer #1 with diagram
Figure is a cross-sectional view of a coaxial cable. The center conductor is surrounded by a rubber layer, which is surrounded by an outer conductor, which is surrounded by another rubber layer. In a particular application, the current in the inner conductor I 2 is 6.00 A out of the page and the current in the outer conductor I 1 is 2.00 A into the page. Assume that l = 1.80 mm. Determine the magnitude and direction (upward or downward of the page) of the magnetic field at point b. (Choose upward of the page as the positive y-direction and express the magnetic field by using the sign of the result, which must be in µT and without decimals. That means if you get a result of a 922 and the direction of the field is upward of the page, just type 922 or if you find the direction of the field as downward of the page, just tpe -922 in the answer box. Maximum of 2% error is accepted in your answer. Take vacuum permeability µ 0 = 4π x 10 -7 T /A 2 and π = 3.14.)
From the given figure, which force will produce CW moment about point O? F1 = 1N F3 = 2N 1m 2m 30 A F2 = 2N FIGURE 1 O F3 O F2 F1 None of the choices B
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Suppose the magnetic field in some region of space has the form = (k z, 0, 0), where k is a constant. Find the force (magnitude and direction) on a square loop (side a), lying in the yz plane and centered at the origin, if it carries a current I, flowing counterclockwise, when you look down the x-axis.
For the combination of resistors shown in the drawing (R1 = 63 N, R2 = 75 N), determine the equivalent resistance between points A and B. 65 2 R, -ww
Mechanical vibrations problem: Find the product of the complex numbers z1 = (1 + 2i) and z2 = (3 — 4i) and express the result in the form Aeiθ.
Two concentric circular rings of radii R & 2R lie in x-y plane. They carry currents in opposite directions as shown in diagram. ij > 2i, and r is radial distance from centres of the two rings in xy plane. y4 2R O R 112
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Answer #3 with diagram

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