Paragraph Styles Q2. Distance between two points P (x=-2, y = 3, z=-1) and Q(p=4, q=-50 , z-2) 3.05 6.78 7.29 図 8.17 Q3. The vector fields are defined as A=ag+2aq +3az, B= aa, +2Bao -6az, both vectors are parallel then o and B are respectively 区 -2,-2 -2,-4 -1,-2 -1,-4 Soo 88口

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Paragraph
Styles
Q2. Distance between two points P (x=-2, y = 3, z=-1) and Q(p=4, q =-50, z-2)
3.05
6.78
7.29
区 8.17
Q3. The vector fields are defined as A= ag +2ao +3az, B= ag +2Bao -6az, both vectors are parallel then o
and B are respectively
区 -2,-2
O-1,-4
O -2,-4
-1,-2
Q4. The uniform vector field A= ay can also be expressed as
sin oa, + sin oa,
cos oa, + sin oa
sin 0 cos pa,+ cos 0 cos oao - sin oa.
sin 0 cos oa, + cos 0 cos pag + sin oa,
Q5. Circulation of Vector A= p sin(o)ag+z?cos( o)az along pathL
L.
180°
30°
-5
01
区 0
10
625
625
Transcribed Image Text:Paragraph Styles Q2. Distance between two points P (x=-2, y = 3, z=-1) and Q(p=4, q =-50, z-2) 3.05 6.78 7.29 区 8.17 Q3. The vector fields are defined as A= ag +2ao +3az, B= ag +2Bao -6az, both vectors are parallel then o and B are respectively 区 -2,-2 O-1,-4 O -2,-4 -1,-2 Q4. The uniform vector field A= ay can also be expressed as sin oa, + sin oa, cos oa, + sin oa sin 0 cos pa,+ cos 0 cos oao - sin oa. sin 0 cos oa, + cos 0 cos pag + sin oa, Q5. Circulation of Vector A= p sin(o)ag+z?cos( o)az along pathL L. 180° 30° -5 01 区 0 10 625 625
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