If M_0 and L_0 denote the magnetic moment and | vedclass

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(A) The gyromagnetic ratio is defined as the ratio of the magnetic moment $(M_0)$ to the angular momentum $(L_0)$ of a particle.Mathematically,it is e

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$\frac{M_0}{L_0}$

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(A) The gyromagnetic ratio is defined as the ratio of the magnetic moment $(M_0)$ to the angular momentum $(L_0)$ of a particle.Mathematically,it is expressed as:$	ext{Gyromagnetic ratio} = \frac{M_0}{L_0}$For an electron revolving in an orbit,the magnetic moment $M_0 = \frac{e}{2m} L_0$,where $e$ is the charge and $m$ is the mass of the electron.Thus,the ratio $\frac{M_0}{L_0} = \frac{e}{2m}$,which is a constant.

If $M_0$ and $L_0$ denote the magnetic moment and angular momentum of the electron due to its orbital motion respectively,then the gyromagnetic ratio is given by

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