QUESTION 3(a)Given the electric field in free space as2x(1 + z*)4xzE = -a+03(i)Find the amount of electric flux passing through the surface at z = 1, with0sxs 2, 0sys3.Obtain the volume charge density at point (3, 2, 1).(b)Consider a sphere of radius b with a uniform charge p C/m?.Show that the electric flux density defined in the region of 0 b isgiven byGPoa, 0 b.(ii)Suppose that b = 2 m, calculate the volume charge density , the electric flux Yleaving the sphere and the total charge Q contained in the sphere at r = 4 m.

a) Given plane is z=1. Electric field is E¯=2x(1+z2)ε0ax+4xzε0az The amount of electric flux…

QUESTION 3 (a) Given the electric field in free space as 2x(1 + z*) E 4xz a, +- -az. Find the amount of electric flux passing through the surface at z = 1, with Osxs 2, 0sys 3. (i) Obtain the volume charge density at point (3, 2, 1). (b) Consider a sphere of radius b with a uniform charge p C/m³. (i) Show that the electric flux density defined in the region of 0 b is given by GPoa, o b. (ii) Suppose that b = 2 m, calculate the volume charge density p, the electric flux Y leaving the sphere and the total charge Q contained in the sphere at 7 = 4 m.

QUESTION 3 (a) Given the electric field in free space as 2x(1 + z*) E 4xz a, +- -az. Find the amount of electric flux passing through the surface at z = 1, with Osxs 2, 0sys 3. (i) Obtain the volume charge density at point (3, 2, 1). (b) Consider a sphere of radius b with a uniform charge p C/m³. (i) Show that the electric flux density defined in the region of 0 b is given by GPoa, o b. (ii) Suppose that b = 2 m, calculate the volume charge density p, the electric flux Y leaving the sphere and the total charge Q contained in the sphere at 7 = 4 m.

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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