Solve it.
(b) In an orbit of radius R, an electron is moving round a proton with uniform circular velocity .Derive the gyromagnetic ratio of the electron of  charge(-e) and mass(me).What is Bohr magneton?

Dear studentgyromagnetic ratio=magnetic inductionangualr momentum=IAmvr=qtπR2mevR----1mev2R=ke2R2v=ke2meRt=2πRv=2πRke2meRfrom 1gyromagnetic ratio=qtπR2mevR=qπR2tmevR=qπR22πRke2meRmevR=qke22mevmeR=qke22meke2meRmeR=qke2meR2meke2meR=e2meBohr magneton is a unit used for expressing the magnetic moment of an electron caused by either its orbital or spin angular momentum.Regrads

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