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  4. In an inertial frame of reference, the magnetic force on a moving charged particle is vecF Its value in another inertial frame of reference will be

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Q. In an inertial frame of reference, the magnetic force on a moving charged particle is $ \vec{F}$ Its value in another inertial frame of reference will be

Moving Charges and Magnetism

Solution:

$ \vec{F}=q\left(\vec{V} \times\vec{B}\right)$
$\therefore F=qvB\, sin \,\theta$
which shows magnetic field is velocity dependent due to which it differs from one inertial frame to another.