Potential Energy: Balance of Gravitational & Electrostatic Energies

AI Thread Summary
The discussion focuses on the potential energy of two positively charged masses, with a gravitational potential energy of -3.6e-12 J and an electrostatic potential energy of 3.6e-12 J. It concludes that the overall potential energy of the system is zero, as the two energies cancel each other out. Additionally, it is affirmed that at infinite distance, both gravitational and electrostatic potential energies approach zero. The relationship between gravitational and electrostatic potential energy is highlighted, noting they scale similarly with distance. Overall, the balance of these energies results in a net potential energy of zero for the system.
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This question concerns 2 positively charges masses at a certain distance apart.

If I have a value for gravitational potential energy of

-3.6e-12 J

And a value for electrostatic potential energy of

3.6e-12 J

Would I be right in saying that the overall potential energy of the system is zero?

Would I also be correct in saying that at infinite distance apart, gravitational and electrostatic potential is also zero?
 
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Yes. In fact, total potential energy at any distance would be zero, since the gravitational and electrostatic potential scale the same with distance.
 
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