Two protons enter a region of transverse magnetic field. What will be ratio of time period of revolution if the ratio of energy is `2 sqrt2 : sqrt3` ?

If a charged particle is thrown with double the speed in a region of transverse magnetic field, how do its radius and time period of revolution change?

If a charged particle is thrown with double the speed in a region of transverse magnetic field, how do its radius and time period of revolution change?

If a charged particle is thrown with double the speed in a region of transverse magnetic field, how do its radius and time period of revolution change?

A proton and a deuteron having equal momenta enter in a a region of a uniform magnetic field at right angle to the direction of a the field. What is the ratio of their radius of trajectory?

If a proton enters perpendicularly a magnetic field with velocity v, then time period of revolution is T. If proton enters with velocity 2v, then time period will be

If a proton enters perpendicularly a magnetic field with velocity v, then time period of revolution is T. If proton enters with velocity 2v, then time period will be

Two protons are entering perpendicular to a uniform magnetic field with velocities in the ratio 1:2. What is the ratio of the radius of the circular path they describe in the magnetic field?

An alpha - particle and a proton moving with the same kinetic energy enter a region of uniform magnetic field at right angles to the field . The ratio of the radii of the paths of alpha - particle to that of the proton is