A charged particle is accelerated through a potential difference of `24 kV` and acquires a speed of `2xx10^(6)m//s`.It is then injected perpendicularly into a magnetic field of strength `0.2 T`.Find the radius of the circle described by it.

A charged particle is accelerated thrught a potential difference of 12 kV and acquires a speed of 1.0X10^6 ms^(-1). It is then injected perpendiuclarly into a magnetic field of strenght 0.2 T. find the radius of the circle described by it.

A charged particle is accelerated thrught a potential difference of 12 kV and acquires a speed of 1.0X10^6 ms^(-1). It is then injected perpendiuclarly into a magnetic field of strenght 0.2 T. find the radius of the circle described by it.

A charged particle is accelerated thrught a potential difference of 12 kV and acquires a speed of 1.0X10^6 ms^(-1). It is then injected perpendiuclarly into a magnetic field of strenght 0.2 T. find the radius of the circle described by it.

Singly charged magnesium (A=24) ions are accelerated to kinetic energy 2 ke V and are projected perpendicularly into a magnetic field B of magnitude 0.6 T. (a) Find the radius of the circle formed by the ions. (b) If there are also singly charged ions of the isotope magnesium.26, what would be the radius for these particles?

Singly charged magnesium (A=24) ions are accelerated to kinetic energy 2 ke V and are projected perpendicularly into a magnetic field B of magnitude 0.6 T. (a) Find the radius of the circle formed by the ions. (b) If there are also singly charged ions of the isotope magnesium.26, what would be the radius for these particles?

Singly charged magnesium (A=24) ions are accelerated to kinetic energy 2 ke V and are projected perpendicularly into a magnetic field B of magnitude 0.6 T. (a) Find the radius of the circle formed by the ions. (b) If there are also singly charged ions of the isotope magnesium.26, what would be the radius for these particles?

A charged particle of mass m and charge q is accelerated through a potential difference of V volts. It enters a region of uniform magnetic field which is directed perpendicular to the direction of motion of the particle. Find the radius of circular path moved by the particle in magnetic field.