21.82 • CP A small sphere with mass m carries a positive charge q and is attached to one end of a silk fiber of length L. The other end of the fiber is attached to a large vertical insulating sheet that has a positive surface charge density . Show that when the sphere is in equilibrium, the fiber makes an angle equal to arctan (aơ/2mgeo) with the vertical sheet.

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Chapter1: Units, Trigonometry. And Vectors
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Problem:
In problem 21.82 of your book, University Physics 15th edition (see End of the Chapter 12 section), what is the
tension on the silk fiber?
Answer:
T =
sin(
Transcribed Image Text:Problem: In problem 21.82 of your book, University Physics 15th edition (see End of the Chapter 12 section), what is the tension on the silk fiber? Answer: T = sin(
21.82 • CP A small sphere with mass m carries a positive charge q and
is attached to one end of a silk fiber of length L. The other end of the fiber
is attached to a large vertical insulating sheet that has a positive surface
charge density o. Show that when the sphere is in equilibrium, the fiber
makes an angle equal to arctan (go/2mgeo) with the vertical sheet.
Transcribed Image Text:21.82 • CP A small sphere with mass m carries a positive charge q and is attached to one end of a silk fiber of length L. The other end of the fiber is attached to a large vertical insulating sheet that has a positive surface charge density o. Show that when the sphere is in equilibrium, the fiber makes an angle equal to arctan (go/2mgeo) with the vertical sheet.
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