If an electron is moving with velocity v in an orbit of radius r in a hydrogen atom, then the equivalent magnetic moment is

If an electron is moving with velocity v in an orbit of radius r then the equivalent magnetic field at the centre will be:

If an electron is moving with velocity v in an orbit of radius r then the equivalent magnetic field at the centre will be:

The total energy (E) of the electron is an orbit of radius r in hydrogen atom is

The total energy (E) of the electron is an orbit of radius r in hydrogen atom is

An electron in an atom revolves around the nucleus in an orbit of radius 0*5 Å . Calculate the equivalent magnetic moment if the frequency of revolution of electron is 10^(10)MHz

The electon in the hydrogen atom revolves around the nucleus in an orbit of radius 0.5 A what is the equivalent magnetic moment if the frequency of revolution of the electron is 10^(10) MHz ?

An electron in an atom revolves arounnd the nucleusin an orbit of radius 0.5A^@.Calculate the equivalent magnetic moment, if the frequency of revolution of electron is 10^+10MHz .

In an atom, an electron moves in an orbit of radius r with a speed v , the equivalent current is.

Obtain an expression for the magnetic moment of an electron moving with a speed ‘v’ in a circular orbit of radius ‘r’. How does the magnetic moment change when : (i) the frequency of revolution is doubled? (ii) the orbital radius is halved?

If r is the total radius and v is the orbital velocity of an electron in a hydrogen atom, then its magnetic dipole moment is