Static Electricity, Spheres question

AI Thread Summary
Two isolated conducting spheres start neutral, and when 2mC of charge is transferred from one to the other, one sphere becomes positively charged with 2mC while the other becomes negatively charged by the same amount. The charge difference between the two spheres is confirmed to be 2mC. The force between the spheres, separated by 1.3m, is calculated using Coulomb's law, yielding a force of approximately 2.13 * 10^22 N. There is some confusion regarding the unit "mC," which is clarified as milliCoulombs, equivalent to 10^-3 Coulombs. The discussion emphasizes understanding charge transfer and the resulting electric forces between charged objects.
vaironl
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Homework Statement


Suppose you have two isolated conducting spheres that are both neutral. You move 2mC of charge from one to the other.

a. What is the charge now on each sphere?
My solution: One sphere is positively charged with 2mC more protons, while the other is negatively charged with 2mC more electrons.
Comments: What is mC? I know C is the SI unit of charge but I cannot find mC.
megaCoulomb?

b. What is the charge difference between them?
My solution: 2mC

c. What is the force between the spheres, if the centers of the spheres are 1.3m apart?
Relevant information: \frac{k*q1*q2}{d^2}

k= 8.99 * 109Nm2/C2
Solution: Felectric = \frac{(8.99*10^9)(2*10^6C)^2}{1.3^2}
= 2.13 * 1022N
 
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hi vaironl! :smile:

("m" is always "milli-'', as in mg, mm, or ms :wink:)
vaironl said:
Suppose you have two isolated conducting spheres that are both neutral. You move 2mC of charge from one to the other.

b. What is the charge difference between them?
My solution: 2mC

suppose you have two plates each with equal numbrs of apples and pears

you move two apples from one plate to the other … :smile:
 
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