A charged particle is moving with velocity $v$ in a magnetic field of induction $B$. The force on the particle will be maximum when
A$v$ and $B$ are in the same direction
B$v$ and $B$ are in opposite directions
C$v$ and $B$ are perpendicular
D$v$ and $B$ are at an angle of $45^\circ $
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C$v$ and $B$ are perpendicular
c (c) Lorentz force $F = \left( {v \times B} \right)$ or $\left| F \right| = qvB\sin \theta $ will be maximum. when $\theta = {90^o}$
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