A particle P carries a charge e and moves under the influence of static magnetic field B(r) which exerts the force F × ev × B
on P, where v is the velocity of P . Show that P travels with constant speed.
F1=evB,F_1=evB,F1=evB,
F2=ma=mv2r,F_2=ma=\frac{mv^2}{r},F2=ma=rmv2,
F1=F2,F_1=F_2,F1=F2,
mv2r=evB,\frac{mv^2}{r}=evB,rmv2=evB,
v=eBrm=const.v=\frac{eBr}{m}=const.v=meBr=const.
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