There are two conduction spheres shown in the figure above, the larger sphere has a radius of R and the smaller one's radius is one quarter as big R/4. The larger sphere is initially positively charged to Qo = +50.0 nC and the smaller sphere is initially un-charged. The spheres are then brought into contact and the charge allowed to redistribute itself over both spheres until static equilibrium is reached.

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Can you help me calculate the surface electrical potential of each sphere before contact was made. Assume both spheres are initially very far away from each other, and let R = 0.5 m.

I am trying to figure out whether the electric potential gradient inside the smaller sphere increased, decreased, or stayed the same before compared to after contact was made. Why or why not?

Calculate final surface electrical potential of each sphere after contact is made.

Please show your steps so I can note this in my notebook.

before
after
Qo = +50nC
OnC
+ Q2
There are two conduction spheres shown in the figure above, the larger sphere has a radius of R
and the smaller one's radius is one quarter as big R/4. The larger sphere is initially positively
charged to Qo = +50.0 nC and the smaller sphere is initially un-charged. The spheres are then
brought into contact and the charge allowed to redistribute itself over both spheres until static
equilibrium is reached.
Transcribed Image Text:before after Qo = +50nC OnC + Q2 There are two conduction spheres shown in the figure above, the larger sphere has a radius of R and the smaller one's radius is one quarter as big R/4. The larger sphere is initially positively charged to Qo = +50.0 nC and the smaller sphere is initially un-charged. The spheres are then brought into contact and the charge allowed to redistribute itself over both spheres until static equilibrium is reached.
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