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A small sphere whose mass m is 1.0 x 10 -3 g, carries a charge q of 2.0 x 10 -8 C. It hangs from a silk thread which makes an angle of 30 with a large, charged conducting sheet as show. Calculate the surface charge density (sigma) for the sheet.
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So far, using the "PillBox" Gaussian Surface, I found that \[\sigma=E2\epsilon_0\]
|dw:1411050864855:dw|
from the graph above, i get that \[E=mgtan \theta + q\]
Now I plugin E and solve for (sigma). I just want to know if I'm doing this right
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@dan815 @radar @Compassionate Anyone have an idea? Your help will be greatly appreciated :)
Is that just a typo in your equation for E ? It should be E=mgtan(theta)/q Other than that your method looks fine.
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