Finding where Magnetic Fields = 0

AI Thread Summary
To find the point where a carbon nucleus experiences zero net force between two point charges, -520x10^-6C and -270x10^-6C, which are 2 meters apart, one must set the forces from each charge equal to each other. The distances from the test charge to each point charge can be expressed as X meters from one charge and (2 - X) meters from the other. Applying Coulomb's Law and manipulating the equations will yield the necessary distance. It's important to note that this problem pertains to electrostatics rather than magnetism. A clear understanding of the forces and algebraic manipulation is essential for solving the problem.
nmacholl
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Homework Statement


Two point charges, -520x10-6C and -270x10-6C are 2 meters apart. At which point would a carbon nucleus experience zero net force?
(positive test charge)

Homework Equations


k=9x109
F=k((q1*q2)/r2) Coulomb's Law
E=k(q1/r2)=(F/q2)

The Attempt at a Solution


I really don't understand the method to solving the problem. A simply outline of what to find and then how to manipulate the equations to get the distance would really help me solve this. Fiddling has gotten me nowhere.

Thanks
 
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There are 2 forces acting on the test charge.

Where the forces are equal ...

If that point is X meters from one charge then it must be 2 - X from the other.

Just a little bit of algebra should give you what you need.

Btw: This has nothing to do with magnetism.
 
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