Determine the electric flux through each closed surface whose cross-section is shown below. (For each loop shown, imagine extending the loop perpendicular to the page, providing the side surface, and closing the top and bottom with a flat surface in the shape of the loop, to provide a closed cylindrical surface in three dimensions.) Hint S₁ S3 q S2 c. Flux through S3 is -29 d. Flux through S4 is 0 e. Flux through S5, is f. Flux through So is 3q S5 -29 Figure Description Figure shows an irregular shape S1. Within it are four irregular shapes labeled S2, S3, S4 and 56 and a quadrilateral labeled S5. All these overlap with one or more of each other. A charge minus 2q is shown in the overlap region of S1, S2 and 54. A charge minus 2q is shown in the overlap region of S1, S4 and 55. A charge plus q is shown in the overlap region of S1 and S3. A charge plus 3q is shown in the overlap region of S1 and S6. SA a. Flux through S₁ is (Give your answer in terms of q and physical constants ke or Ep. Use underscore ("_") for subscripts and spell out Greek letters.) b. Flux through S₂ is S6
Determine the electric flux through each closed surface whose cross-section is shown below. (For each loop shown, imagine extending the loop perpendicular to the page, providing the side surface, and closing the top and bottom with a flat surface in the shape of the loop, to provide a closed cylindrical surface in three dimensions.) Hint S₁ S3 q S2 c. Flux through S3 is -29 d. Flux through S4 is 0 e. Flux through S5, is f. Flux through So is 3q S5 -29 Figure Description Figure shows an irregular shape S1. Within it are four irregular shapes labeled S2, S3, S4 and 56 and a quadrilateral labeled S5. All these overlap with one or more of each other. A charge minus 2q is shown in the overlap region of S1, S2 and 54. A charge minus 2q is shown in the overlap region of S1, S4 and 55. A charge plus q is shown in the overlap region of S1 and S3. A charge plus 3q is shown in the overlap region of S1 and S6. SA a. Flux through S₁ is (Give your answer in terms of q and physical constants ke or Ep. Use underscore ("_") for subscripts and spell out Greek letters.) b. Flux through S₂ is S6
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Transcribed Image Text:Determine the electric flux through each closed surface whose cross-section is shown below. (For each loop
shown, imagine extending the loop perpendicular to the page, providing the side surface, and closing the
top and bottom with a flat surface in the shape of the loop, to provide a closed cylindrical surface in three
dimensions.)
Hint
S₁
S3
q
S2
c. Flux through S3 is
d. Flux through S4 is
-29
e. Flux through S5, is
น
f. Flux through So is
3q
S5
Figure Description
Figure shows an irregular shape S1. Within it are four irregular shapes labeled S2, S3, S4 and 56 and a
quadrilateral labeled S5. All these overlap with one or more of each other. A charge minus 2q is shown in
the overlap region of S1, S2 and 54. A charge minus 2q is shown in the overlap region of S1, S4 and 55. A
charge plus q is shown in the overlap region of S1 and 53. A charge plus 3q is shown in the overlap region of
S1 and S6.
-29
a. Flux through S₁ is
(Give your answer in terms of q and physical constants ke or Ep. Use underscore ("_") for subscripts
and spell out Greek letters.)
b. Flux through S₂ is
SA
S6
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