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I. Find and express and demonstrate as vividly as possible the DEFINITION OF ELECTRIC FLUX. Provide examples & Pictures! II. Using this definition for flux, find the ELECTRIC FLUX through the surface of a sphere, radius R, centered at a point charge of charge-m magnitude q. III. What happens to the result obtained above if you: a) Change the RADIUS of the sphere with which you surrounded the point charge? DEFEND your answer.

I. Find and express and demonstrate as vividly as possible the DEFINITION OF ELECTRIC FLUX. Provide examples & Pictures! II. Using this definition for flux, find the ELECTRIC FLUX through the surface of a sphere, radius R, centered at a point charge of charge-m magnitude q. III. What happens to the result obtained above if you: a) Change the RADIUS of the sphere with which you surrounded the point charge? DEFEND your answer.

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(2) The E-Field PROBLEMS I. Find and express and demonstrate as vividly as possible the DEFINITION OF ELECTRIC FLUX. Provide examples & Pictures! II. Using this definition for flux, find the ELECTRIC FLUX through the surface of a sphere, radius R, centered at a point charge of charge-m magnitude q. III. What happens to the result obtained above if you: a) Change the RADIUS of the sphere with which you surrounded the point charge? DEFEND your answer. b) Change the SHAPE of the closed surface with which you surrounded DEFEND YOUR ANSWER. c) Change the number of point charges enclosed by your shape? DEFEND YOUR ANSWER. IV. To what extent can your result from (II) be generalized? That is, under what conditions (if any) might it NOT be true?
Transcribed Image Text:(2) The E-Field PROBLEMS I. Find and express and demonstrate as vividly as possible the DEFINITION OF ELECTRIC FLUX. Provide examples & Pictures! II. Using this definition for flux, find the ELECTRIC FLUX through the surface of a sphere, radius R, centered at a point charge of charge-m magnitude q. III. What happens to the result obtained above if you: a) Change the RADIUS of the sphere with which you surrounded the point charge? DEFEND your answer. b) Change the SHAPE of the closed surface with which you surrounded DEFEND YOUR ANSWER. c) Change the number of point charges enclosed by your shape? DEFEND YOUR ANSWER. IV. To what extent can your result from (II) be generalized? That is, under what conditions (if any) might it NOT be true?
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