Q1/ Put (V) against the right sentences and (X) against wrong sentences then correctthe errors.1. Electromagnetics (EM) may be regarded as the study of the interactions betweenelectric charges at motion.2. The positive vector rp (or Radius Vector) of point P is defined as the displacementfrom one point to another.3. If two vectors A = 2a, - 3a, + a, and B=-4ax-2a, +5az. Then, A x B =3.4. For three vectors A, B, and C. A. So, A. (B x C) can be obtained by B(A.C)-C(A. B) and A x (Bx C) by B. (CxA) C. (Ax B)5. Bothvectors A = 3a, t 4y + a,4a, - 3a, are mutuallyperpendicular.Q2/ Derive the vector transformation from Cartesian to Spherical (support your answerusing the drawing and equations).Q3/ Given vector A 2a, + 3a, + 4a,, convert A into Cartesian coordinates at point (0,2, -1).Q4/ An infinite uniform line charges of 10nC/m lie along the (positive and negative) x andz axes in free space. Find the electric field intensity at PA (0, 5, 5).

Q1/ Put (V) against the right sentences and (X) against wrong sentences then correct the errors. 1. Electromagnetics (EM) may be regarded as the study of the interactions between electric charges at motion. 2. The positive vector rp (or Radius Vector) of point P is defined as the displacement from one point to another. 3. If two vectors A = 2a, - 3a, + a, and B=-4ax 2a, + 5a,. Then, A x B = 3.

Q1/ Put (V) against the right sentences and (X) against wrong sentences then correct the errors. 1. Electromagnetics (EM) may be regarded as the study of the interactions between electric charges at motion. 2. The positive vector rp (or Radius Vector) of point P is defined as the displacement from one point to another. 3. If two vectors A = 2a, - 3a, + a, and B=-4ax 2a, + 5a,. Then, A x B = 3.

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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