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1. The problem statement, all variables and given/known data

An oil droplet with 3 excess electrons is held stationary in a field of 4.24x10^{4}N/C.

What is the radius of the oil drop?( The density of the oil is 824 kg/m^{3},e=1.60x10^{-19}C)

2. Relevant equations

F=qE=mg

m=(density)(volume)

3. The attempt at a solution

well i assumed that the droplet was a sphere and so the volume would be (4/3 [tex]\pi[/tex]r^{3}. So i set F=qe=mg because the droplet is stationary so the net force is zero. And the mass = density x volume so i just plugged every thing in and solved for r ...i got 8.43 x 10^{-7}....can some one verify this ..i am not really confident lol

1. The problem statement, all variables and given/known data

The cross section of a long coaxial cable is shown, with radii as given. The linear charge density on the inner conductor is-10nC/m and the linear charge density on the outer is -40nC/m. The inner and outer cylindrical surfaces are respectively denoted A,B,C and,D ad shown. The linear charge densities on surfaces C and D, in nC/m, are closest to:

A) +10 and -40

B) -10 and -30

C) 0 and -40

D) +10 and -50

E) -30 and -10

2. Relevant equations

I'm not exactly sure what to do...

3. The attempt at a solution

The only thing i could think of was that the system is a conductor so the inside charges must be equal to zero and so i thought that what ever the inside charges added up to then the outside charge would be the same magnitude as the sum of the inside charges but opposite in sign. I don;t even know if that is conceptually correct ...please help ...i don;t think i understand the underlying concept of this question...let alone actually solving it haha.

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# Homework Help: 3 excess electrons calculate the radius

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