The magnitude of the vertical force W is 160 N. The direction cosines of the position vector from A to B are coso, = 0.500, cose,-0.866, coso, -0, and the direction cosines of the position vector from B to C are cos8, = 0.707, cose, = 0.619, cose, = -0.342. Point G is the midpoint of the line from B to C. 1. Show all the necessary F.B.D 2. Find out rAG 3. Determine the vector rAG X W, where rAG is the position vector from A to Ge 600 mm

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The magnitude of the vertical force W is 160 N. The direction cosines of the position vector from
A to B are cosb, = 0.500, cos0, -0.866, cose, -0, and the direction cosines of the position vector
from B to C are cose, = 0.707, cose, = 0.619, cost, = -0.342. Point G is the midpoint of the line
from B to C.
1. Show all the necessary F.B.D
2. Find out raG
3. Determine the vector rAG X W, where rAG is the position vector from A to Ge
600 mm
Transcribed Image Text:The magnitude of the vertical force W is 160 N. The direction cosines of the position vector from A to B are cosb, = 0.500, cos0, -0.866, cose, -0, and the direction cosines of the position vector from B to C are cose, = 0.707, cose, = 0.619, cost, = -0.342. Point G is the midpoint of the line from B to C. 1. Show all the necessary F.B.D 2. Find out raG 3. Determine the vector rAG X W, where rAG is the position vector from A to Ge 600 mm
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