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In uniform circular motion of a charged particle in a magnetic field, the magnetic force \[F = qvB\] acts as which of the following?

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Question

In uniform circular motion of a charged particle in a magnetic field, the magnetic force \[F = qvB\] acts as which of the following?

Options

  • A frictional force that gradually reduces the particle's kinetic energy

  • A tangential force that increases the particle's speed

  • A centripetal force directed perpendicular to \[\vec v\] at every instant

  • A restoring force proportional to displacement from equilibrium

MCQ
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Solution

When \[\vec v\] is perpendicular to \[\vec B\], the magnetic force F = qvB acts perpendicular to \[\vec v\] at every instant, exactly like a centripetal force. The particle is continuously deflected without gaining or losing speed, resulting in uniform circular motion.

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