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What is the energy required to bring four identical charges in from infinity such that they occupy the corners of a square with side length r?
The energy required to bring four identical charges to the corners of a square with side length r is calculated by considering the electrostatic potential energy involved in assembling the charges sequentially. The first charge is placed without cost, while the second charge requires work equal to the potential energy between it and the first charge, calculated as \( k \frac{q^2}{r} \). The third and fourth charges are added similarly, with the total energy being the sum of the work done for each pair of charges. This approach effectively utilizes the principles of electrostatics to determine the total energy configuration.
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