Given B= (z-3y) ax - (2x – 3z) a, - (x + y) az find a unit vector parallel to B at point P (1, 0, -1).a.0.192 (-ax - 5 ayt az)Ob.0.192 (ax + 5 ay + az)Oc.0.192 (а, + 5 ay —- аd.0.192 (-а, + 5 аy - а)

Given data: B=z-3yax-2x-3zay-x+yaz Need to determine the unit vector parallel to B at point P.

Given B= (z-3y) a - (2x – 3z) a, - (x + y) a, find a unit vector parallel to B at point P (1, 0, -1). Оа. 0.192 (-ах - 5 аyt az) Ob. 0.192 (ax + 5 ay + az) Ос 0.192 (а +5 a, - а) Od. 0.192 (-а, + 5 а, - ад

Given B= (z-3y) a - (2x – 3z) a, - (x + y) a, find a unit vector parallel to B at point P (1, 0, -1). Оа. 0.192 (-ах - 5 аyt az) Ob. 0.192 (ax + 5 ay + az) Ос 0.192 (а +5 a, - а) Od. 0.192 (-а, + 5 а, - ад

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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Question

Given B= (z-3y) ax - (2x – 3z) a, - (x + y) az find a unit vector parallel to B at point P (1, 0, -1).
a.
0.192 (-ax - 5 ayt az)
Ob.
0.192 (ax + 5 ay + az)
Oc.
0.192 (а, + 5 ay —- а
d.
0.192 (-а, + 5 аy - а)

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