Consider the two small, equal-mass, charged spheres shown in the figure. The top sphere is suspended from the ceiling by a filament, and has a charge of q1 = 29.8 nC. The bottom sphere has a charge of q2 = −58.0 nC, and is directly below the top sphere. Assume d = 2.00 cm and m = 6.10 g. A rope hangs vertically down from a ceiling with a positive charge q1 at its end. Negative charge q2 is a distance d directly below q1. (a) Calculate the tension (in N) in the filament. N (b) If the filament can withstand a maximum tension of 0.180 N, what is the smallest value d can have before the filament breaks? (Give your answer in cm.) cm

Consider the two small, equal-mass, charged spheres shown in the figure. The top sphere is suspended from the ceiling by a filament, and has a charge of

q₁ = 29.8 nC.

The bottom sphere has a charge of

q₂ = −58.0 nC,

and is directly below the top sphere. Assume

d = 2.00 cm

and

m = 6.10 g.

A rope hangs vertically down from a ceiling with a positive charge q₁ at its end. Negative charge q₂ is a distance d directly below q₁.

(a)

Calculate the tension (in N) in the filament.

N

(b)

If the filament can withstand a maximum tension of 0.180 N, what is the smallest value d can have before the filament breaks? (Give your answer in cm.)

cm

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