The figure shows three situations in which a Gaussian cube sits in an electric field. Thearrows and the values indicate the directions of the field lines and the magnitudes (inN.m2/C) of the flux through the six sides of each cube. (The lighter arrows are for thehidden faces.) In which situation does the cube enclose (a) a positive net charge, (b) anegative net charge, and (c) zero net charge?1074(1)(3)Page VIHOME WORKCHAPTER 23GAUSS LAWPHYSICS 102V Checkpoint 3There is a certain net flux 4, through a Gaussian sphere of radius r enclosing an iso-lated charged particle. Suppose the enclosing Gaussian surface is changed to (a) alarger Gaussian sphere, (b) a Gaussian cube with edge length equal to r, and (c) aGaussian cube with edge length equal to 2r. In each case, is the net flux through thenew Gaussian surface greater than, less than, or equal to ,?

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N.m2/C) of the flux through the six sides of each cube. (The lighter arrows are for the hidden faces.) In which situation does the cube enclose (a) a positive net charge, (b) a negative net charge, and (c) zero net charge?

N.m2/C) of the flux through the six sides of each cube. (The lighter arrows are for the hidden faces.) In which situation does the cube enclose (a) a positive net charge, (b) a negative net charge, and (c) zero net charge?

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Chapter1: Units, Trigonometry. And Vectors

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Concept explainers

Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

Question

The figure shows three situations in which a Gaussian cube sits in an electric field. The
arrows and the values indicate the directions of the field lines and the magnitudes (in
N.m2/C) of the flux through the six sides of each cube. (The lighter arrows are for the
hidden faces.) In which situation does the cube enclose (a) a positive net charge, (b) a
negative net charge, and (c) zero net charge?
10
74
(1)
(3)
Page VI
HOME WORK
CHAPTER 23
GAUSS LAW
PHYSICS 102
V Checkpoint 3
There is a certain net flux 4, through a Gaussian sphere of radius r enclosing an iso-
lated charged particle. Suppose the enclosing Gaussian surface is changed to (a) a
larger Gaussian sphere, (b) a Gaussian cube with edge length equal to r, and (c) a
Gaussian cube with edge length equal to 2r. In each case, is the net flux through the
new Gaussian surface greater than, less than, or equal to ,?

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