two point charge q1 and q2 at a separation r in vacuum exert a force on each other. what should be their separation in an oil of a relative permitivity 16 so that force between them remains same
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Answered by
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F = kq1q2 / tr² (let t = relative permitivity)(k = 9*10^9)
for vacuum t = 1
F1 = kq1q2 / r²
F2 = kq1q2 / 16R²
F1/F2 = 16R²/r²
R = r / 4
for vacuum t = 1
F1 = kq1q2 / r²
F2 = kq1q2 / 16R²
F1/F2 = 16R²/r²
R = r / 4
Answered by
10
Answer:
The separation should be r/4 n an oil of a relative permitivity 16 so that force between them remains same .
Explanation:
F = kq1q2 / tr² (let t = relative permitivity)(k = 9*10^9)
Now, for vacuum t = 1
F1 = kq1q2 / r²
F2 = kq1q2 / 16R²
So,
F1/F2 = 16R²/r²
R = r / 4
Thus, two point charge q1 and q2 at a separation r in vacuum exert a force on each other.
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