Q1(group A) The electric flux density in free space is given as D = 2x? āx + Z?āz c/m?. Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x=0 and 1 y=0 and 2 and z=0 and 3. Q1(group B) The electric flux density in free space is given as D = 2x² āx + Z?az c/m². Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x=0 and 2 y=0 and 3 and z=0 and 4. Q1(group C) The electric flux density in free space is given as D = 2x2 āx + Z?āZ c/m?. Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x-0 and 3 y=0 and 4and z=0 and 5. Q2(group A) Given that the potential V=4x³yz3 + 8x?zy? mV find Ē at (3,4,5). Give expression forp, c/m³. Q2(group B) Given that the potential V=4x³yz³ + 8x?zy? mV find Ē at (2,3,4), JE], D and | D|. Give expression forp, c/m³. Q2(group C) Given that the potential V=4x³yz3 + 8x²zy? mV find Ē at (1,2,3). Give expression forp, c/m3

Q1(group A) The electric flux density in free space is given as D = 2x? āx + Z?āz c/m?. Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x=0 and 1 y=0 and 2 and z=0 and 3. Q1(group B) The electric flux density in free space is given as D = 2x² āx + Z?az c/m². Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x=0 and 2 y=0 and 3 and z=0 and 4. Q1(group C) The electric flux density in free space is given as D = 2x2 āx + Z?āZ c/m?. Evaluate both sides of the divergence theorem for the rectangular parallelepiped formed by the planes x-0 and 3 y=0 and 4and z=0 and 5. Q2(group A) Given that the potential V=4x³yz3 + 8x?zy? mV find Ē at (3,4,5). Give expression forp, c/m³. Q2(group B) Given that the potential V=4x³yz³ + 8x?zy? mV find Ē at (2,3,4), JE], D and | D|. Give expression forp, c/m³. Q2(group C) Given that the potential V=4x³yz3 + 8x²zy? mV find Ē at (1,2,3). Give expression forp, c/m3

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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