A charged particle of unit mass and unit charge moves with velocity `vecv=(8hati+6hatj)ms^-1` in magnetic field of `vecB=2hatkT`. Choose the correct alternative (s).

A charged particle of specific charge alpha moves with a velocity vecv=v_0hati in a magnetic field vecB=(B_0)/(sqrt2)(hatj+hatk) . Then (specific charge=charge per unit mass)

A charged particle of specific charge alpha moves with a velocity vecv=v_0hati in a magnetic field vecB=(B_0)/(sqrt2)(hatj+hatk) . Then (specific charge=charge per unit mass)

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 charge q moves with a velocity vecv=ahati+bhatj in magnetic field vecB=chati+dhatj . The force acting on the particle has magnitude F. Them

A charge particle moves with velocity vecV=Ahati+Dhatj magnetic field . vecB=Ahati+Dhatj The force acting on the particle has magnitude .F Then,

A charged particle moves with velocity vecv in a uniform magnetic field vecB . The magnetic force experienced by the particle is

A charged particle moves with velocity vecv in a uniform magnetic field vecB . The magnetic force experienced by the particle is