If the magnitude of electric force and magnetic force are equal and if v of a charged particle is perpendicular to both `vec(E) " and " vec(B)`, then find the net force on the charge.

The magnetic force on a charged particle is always perpendicular to its velocity. Can the magnetic force change the velocity of the particle?Speed of the particle?

The magnetic force on a charged particle is always perpendicular to its velocity. Can the magnetic force change the velocity of the particle? Speed of the particle?

Magnetic force acting on the charged particle projected perpendicular to magnetic field is proportional to v^(n) . Where v is the speed. Find n

Magnetic force acting on the charged particle projected perpendicular to magnetic field is proportional to v^(n) . Where v is the speed. Find n

If the angle between the direction of motion of a charged particle and the direction of a magnetic field vec(B) is ____ then the magnetic force acting on the charged particle will be maximum. [Fill in the blank]

Lorentz Force: If a charge +q is moving in an electric field E, it experiences a force qE called Lorentz electric force.If the charge q is moving in a magnetic field vecB , it experiences a force (vecvxxvecB) called Lorentz magnetic force. If charge q is moving in a n electric field E as well as in magnetic field vecB simultaneously, the total force experience by the charge is the sum of these two forces and is called total Lorentz force. If the charge is q is moving perpendicular to the magnetic field B, the work done by the magnetic field is

An electron with charge e enters a uniform. magnetic field vec B with a velocity vec V . The velocity is perpendicular to the magnetic field. The force on the charge e is given by abs(vecF) = B ev Obtain the dimensions of vec B .