Q1. "A Gaussian surface has zero net flux," a tutor at a review session says. "Therefore, there are no charges inside the surface." Do you agree? Disagree? Explain.

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Chapter1: Units, Trigonometry. And Vectors
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Solve Qns 1, 2 and 3

po Tutorial3_212.pdf
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O File | C:/Users/alvin/Downloads/Tutorial3_212.pdf
A Read aloud
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F Highlight
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Q
Q1. “A Gaussian surface has zero net flux," a tutor at a review session says. "Therefore, there are no
charges inside the surface." Do you agree? Disagree? Explain.
Q2. A pyramid-shaped Gaussian surface is drawn over the top half of a uniformly charged sphere (of
charge Q) What's the net flux g through the pyramid?
Q3. What is the net flux Og through this torus (i.e., a donut)?
-49
-49
+2q,
+9
+2g
+q
2:26 PM
Lr
Ps
2/8/2021
19
e Type here to search
Transcribed Image Text:po Tutorial3_212.pdf Not syncing O File | C:/Users/alvin/Downloads/Tutorial3_212.pdf A Read aloud V Draw F Highlight Erase (D Page view 1 of 2 Q Q1. “A Gaussian surface has zero net flux," a tutor at a review session says. "Therefore, there are no charges inside the surface." Do you agree? Disagree? Explain. Q2. A pyramid-shaped Gaussian surface is drawn over the top half of a uniformly charged sphere (of charge Q) What's the net flux g through the pyramid? Q3. What is the net flux Og through this torus (i.e., a donut)? -49 -49 +2q, +9 +2g +q 2:26 PM Lr Ps 2/8/2021 19 e Type here to search
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