1. Two tiny conducting balls of identical mass m= 10 grams and identical charge q hang from non-conducting threads of length L= 120cm. Assume that is so small that tan can be replaced by its approximate equal, sin . (a) If the equilibrium separation distance is x= 5cm, determine the charge on each ball. (b) Explain what happens to the balls if one of them is discharged (loses its charge q to, say, the ground). (c) Find the new equilibrium separation x, using the given values of L and m and the computed value of lql. L ӨӨ I L

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1. Two tiny conducting balls of identical mass m= 10 grams
and identical charge q hang from non-conducting
threads of length L= 120cm. Assume that is so small
that tan can be replaced by its approximate equal,
sine. (a) If the equilibrium separation distance is x= 5cm,
determine the charge on each ball. (b) Explain what
happens to the balls if one of them is discharged (loses
its charge q to, say, the ground). (c) Find the new
equilibrium separation x, using the given values of L and
m and the computed value of lql.
L
00
L
Transcribed Image Text:1. Two tiny conducting balls of identical mass m= 10 grams and identical charge q hang from non-conducting threads of length L= 120cm. Assume that is so small that tan can be replaced by its approximate equal, sine. (a) If the equilibrium separation distance is x= 5cm, determine the charge on each ball. (b) Explain what happens to the balls if one of them is discharged (loses its charge q to, say, the ground). (c) Find the new equilibrium separation x, using the given values of L and m and the computed value of lql. L 00 L
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