The force acting on a charge q in both electric and magnetic field, stimulateneously is

The force acting on a charge 'q' moving with a velocity V in a magnetic field of induction B is given by

Force acting on a moving charged particle in a region of electric and magnetic fields is called

Give the expression for Lorentz force acting on a moving electric charge in a combined electric and magnetic field.

State the formula for Lorentz force acting on a charge in presence of electric as well as magnetic field.

A force vecF acting on an electric charge q, in presence of an electromagnetic field, moves the charge parallel to the magnetic field with velocity vecv . The vecF is equal to (where vecE and vecB are electric field and magnetic field respectively)

The force acting on a particle of charge q moving in a uniform magnets field with velocity v is

The force acting on a particle of charge q moving in a uniform magnets field with velocity v is