AZINGLY SIMPLE! How to Calculate Electric Repulsion Force

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To calculate the electric repulsion force between two small spheres with a deficit of 1x10^8 electrons, first determine the charge of each sphere. Each sphere, having 1x10^8 more protons than electrons, has a charge of +1.602 x 10^-11 Coulombs. Using Coulomb's law, the force can be calculated with the formula F = k * |q1 * q2| / r^2, where k is Coulomb's constant, q1 and q2 are the charges of the spheres, and r is the distance between them. The discussion emphasizes the importance of correctly applying Coulomb's law to find the force at a separation of one meter. Understanding the charge of an electron and how to convert it into the total charge for the spheres is crucial for accurate calculations.
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Calculating charge and force of electric repulsion

Calculate the force of electric repulsion between two small spheres placed 1m apart if each has a deficit of 1x10^8 electrons.

I tried this and only got r=1m and N=1x10^8

I don't know the equation needed for this please help..

Thomas
 
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thomasrules said:
Calculate the force of electric repulsion between two small spheres placed 1m apart if each has a deficit of 1x10^8 electrons.

I tried this and only got r=1m and N=1x10^8

I don't know the equation needed for this please help..
Do you know the charge (in Coulombs) of the electron? Just use that in the Coulomb force equation.

AM
 
so what would q be? Whats the charge on both spheres?
 
thomasrules said:
so what would q be? Whats the charge on both spheres?
If each has a deficit of 10^8 electrons, each has 10^8 more protons than electrons. So each has a charge of +10^8 e, where e = -1 x charge of one electron. The charge of one electron is -1.602 x 10^-19 C.

AM
 
so its (1.602x10^-19)(10^8)=charge?
 
thomasrules said:
so its (1.602x10^-19)(10^8)=charge?
Well, that is one of the charges. The other one is the same. Do you know how to apply Coulomb's law to find the force at a separation of one meter?

AM
 
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