Two small identical spheres each of mass 1g and carry 10to the power -9c are suspended by thread of equal length. distance between sphere is 0.3 in equilibrium then the inclination of thread with vertical will be
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see free body diagram,
Let Θ is angle made by thread with the vertical.
at equilibrium,
upward force = downward force
TcosΘ = mg ....(1)
forward force = backward force
TsinΘ = Fe = kq²/r² .....(2)
from equations (1) and (2),
TsinΘ/TcosΘ = kq²/r²mg
or, tanΘ = kq²/r²mg
here, k = 9 × 10^9, q = 10^-9C, r = 0.3m
m = 1g = 10^-3 kg
so, tanΘ = 9 × 10^9 × (10^-9)²/{(0.3)² × 10^-3 × 10}
= 9 × 10^-9/(0.09 × 10^-2}
= 10^-5
so, Θ = tan^-1(10^-5)
hence, angle made by thread with the vertical is tan^-1(10^-5)
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