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For three charges \(q_1\), \(q_2\), and \(q_3\), how is the force on \(q_1\) due to \(q_2\) and \(q_3\) obtained?

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Question

For three charges \(q_1\), \(q_2\), and \(q_3\), how is the force on \(q_1\) due to \(q_2\) and \(q_3\) obtained?

Options

  • By subtracting the charges before applying Coulomb's law.

  • By multiplying the two force magnitudes.

  • By performing a vector addition of the forces due to each charge.

  • By considering only the force due to \(q_2\).

MCQ
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Solution

The force on \(q_1\) is found by calculating its force due to \(q_2\) and its force due to \(q_3\). Those forces are then combined by vector addition.

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