A particle carrying charge q enters a uniform magnetic field `vecB` with velocity `vecv`. Discuss the nature of the path described by the particle in each of the following cases,
when `vec v and vec B` are parallel to each other,

A particle carrying charge q enters a uniform magnetic field vecB with velocity vecv . Discuss the nature of the path described by the particle in each of the following cases, when vec v and vec B are are inclined at any angle.

When a particle carrying charge q enters a unifrom electric field with a velocity vecv normal to the field, the nature of the path of that particle becomes parabolic-discuss.

A particle having q enters a magnetic field with a velocity vecv in the direction normal to the field. Determine the radius of the circular path described by the particle and its frequency of rotation.

A charge q moves with velocity vecv at an angle theta to a magnetic field vecB . What is the force experienced by the particle?

A particle of mass 'm' and carrying a charge q enters with a velocity 'v' perpendicular to a uniform magnetic field. The time period of rotation of the particle

A charged particle moving in a straight line enters a uniform magnetic field oversetrarrB at an arbitrary angle with the field direction. What will be its path?

The ratios of the masses and charges of a proton and an alpha particle are respectiely 1:4 and 1:2 . They enter a uniform magnetic field of magnitude B normally with same velocity. What will be the ratio of the radii of the circular paths described by the particles in each case ?

A particle with charge q is moving with a velocity vecv in a magnetic field vecB . If the force acting on the particle is vecF then,

A charged particle moving in a straight line parallel to a uniform magnetic field enters the field. What will be its path in the field?

The ratio of the masses and charges of a proton and an alpha particle are respectiely 1:4 and 1:2 . They enter a uniform magnetic field of magnitude B normally with same kinetic energy. What will be the ratio of the radii of the circular paths described by the particles in each case ?