both the point charges double and the distance is increased to 60 mm ?
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When you double both point charges and increase the distance between them to 60 mm, you're impacting the electrostatic force between them according to Coulomb's Law. The law states that the force is directly proportional to the product of the charges and inversely proportional to the square of the distance between them. So, if you double the charges, the force increases by a factor of four (since force ∝ q₁ * q₂). However, since you've also increased the distance, you'll have to divide that increased force by the square of the new distance (60 mm, or 0.06 m), resulting in a net change in the electrostatic force. As a fun note, this principle plays a huge role in everything from designing electronic circuits to understanding why you feel a "pull" when bringing magnets close together! Having a grasp of how charges interact can also help in a practical sense, like troubleshooting electrical issues—because let’s face it, understanding charging forces can help you avoid a shocking mistake (pun intended)!
