Finding where Magnetic Fields = 0

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SUMMARY

The discussion centers on determining the point where a positive test charge experiences zero net force due to two point charges, -520x10-6C and -270x10-6C, which are 2 meters apart. The relevant equations include Coulomb's Law, F=k((q1*q2)/r2), and the electric field equation E=k(q1/r2)=(F/q2). The solution involves setting the forces equal and using algebra to find the distance from one charge where the net force is zero. It is clarified that this problem pertains to electrostatics, not magnetism.

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  • Understanding of Coulomb's Law
  • Basic algebra skills
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  • Knowledge of point charges and their interactions
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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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