Q4. In Gauss's law, what can we conclude if we have two different Gaussian surfaces, as shown in Figure Q4? i. the outward flux density of D through a closed Gaussian surface S is equal to the enclosed charge Qene in that surface. ii. the outward flux density of D through an open Gaussian surface S is equal to the enclosed charge Qene in that surface. iii.Both Gaussian surfaces can be used iv. D due to Gaussian surface A > D due to Gaussian surface B v. D due to Gaussian surface B > D due to Gaussian surface A fa i, ii, iii b. i. iii, v c. ii, iii, iv d. i, ii, v D R O Gaussian surface: Figure Q4 Electric field > E= V/d E-01 &

Q4. In Gauss's law, what can we conclude if we have two different Gaussian surfaces, as shown in Figure Q4? i. the outward flux density of D through a closed Gaussian surface S is equal to the enclosed charge Qene in that surface. ii. the outward flux density of D through an open Gaussian surface S is equal to the enclosed charge Qene in that surface. iii.Both Gaussian surfaces can be used iv. D due to Gaussian surface A > D due to Gaussian surface B v. D due to Gaussian surface B > D due to Gaussian surface A fa i, ii, iii b. i. iii, v c. ii, iii, iv d. i, ii, v D R O Gaussian surface: Figure Q4 Electric field > E= V/d E-01 &

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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Concept explainers

Electric field

A physical field present around an electrically charged particle that exerts a force on all other charged particles is called an electric field. The charged particles present in the field either repel or attract. From electric charges or time-varying magnetic fields, the electric field originates. One of the manifestations of electromagnetic force which is one of the four fundamental forces present in nature are the electric fields and magnetic fields.

Question

Q4.
In Gauss's law, what can we conclude if we have two different Gaussian surfaces, as shown
in Figure Q4?
i.
the outward flux density of D through a closed Gaussian surface S is
equal to the enclosed charge Qenc in that surface.
ii. the outward flux density of D through an open Gaussian surface S is
equal to the enclosed charge Qene in that surface.
iii.Both Gaussian surfaces can be used
iv. D due to Gaussian surface A > D due to Gaussian surface B
v. D due to Gaussian surface B > D due to Gaussian surface A
Pa i, ii, iii
b.
i. iii, v
ii, iii, iv
c.
d. i, ii, v
D
R
O
Gaussian surface:
Figure Q4
Electric
field = E= V/d
2014 (

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