A small mass charged sphere (q= 3 \( \mu \)c ) is attached by an insulating string to the surface of a very large conductor with a surface charge density of \( \sigma \) = 70.5 \( \mu \)C. Given that the string makes an angle with the surface equal to 30 degrees, find the tension ( in N) in the string. use ɛ0 = 8.8542x10-12 F-m-1. String + 0 Select one: А. 27.58 В. 71.66 C. 47.77 D. 94.39 E. 23.89

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Chapter1: Units, Trigonometry. And Vectors
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A small mass charged sphere
(q= 3 \( \mu \)c ) is attached
by an insulating string to the
surface of a very large
conductor with a surface
charge density of \( \sigma
\) = 70.5 \( \mu \)C. Given that
the string makes an angle with
the surface equal to 30
degrees, find the tension ( in
N) in the string. use ɛo =
8.8542x10-12 F-m-1.
String
+ 0
Select one:
A. 27.58
B. 71.66
C. 47.77
D. 94.39
E. 23.89
Transcribed Image Text:A small mass charged sphere (q= 3 \( \mu \)c ) is attached by an insulating string to the surface of a very large conductor with a surface charge density of \( \sigma \) = 70.5 \( \mu \)C. Given that the string makes an angle with the surface equal to 30 degrees, find the tension ( in N) in the string. use ɛo = 8.8542x10-12 F-m-1. String + 0 Select one: A. 27.58 B. 71.66 C. 47.77 D. 94.39 E. 23.89
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