Two particles A and B of masses M(A) and M(B) respectively and having the same charge are moving in a plane. A uniform magnetic field exists perpendicular to this plane. The speeds of the particles are V(A) and V(B) respectively. The particles are revolving in a circular orbit in clockwise direction in which radius of path of particle A is greater than radius of path of particle B. Then
(A) M(A)V(A)M(B)V(B)
(C) M(A)<M(B) and V(A)<V(B)
(D) M(A)=M(B) and V(A)=V(B)
