![For hydrogen-like systems find the magnetic moment μn corresponding to the motion of an electron along the n-th orbit and the ratio of the magnetic and mechanical moments μn/Mn. For hydrogen-like systems find the magnetic moment μn corresponding to the motion of an electron along the n-th orbit and the ratio of the magnetic and mechanical moments μn/Mn.](https://database-physics-solutions.com/real/irodov/6/024.gif)
For hydrogen-like systems find the magnetic moment μn corresponding to the motion of an electron along the n-th orbit and the ratio of the magnetic and mechanical moments μn/Mn.
![CBSE Class 12 - MAGNETIC Dipole Moment of a Revolving Electron and Bohr Magneton Offered by Unacademy CBSE Class 12 - MAGNETIC Dipole Moment of a Revolving Electron and Bohr Magneton Offered by Unacademy](https://edge.uacdn.net/4GMPU158XWJVHHZYLJ20/images/2.jpeg?w=768&fm=webp&q=25)
CBSE Class 12 - MAGNETIC Dipole Moment of a Revolving Electron and Bohr Magneton Offered by Unacademy
![SOLVED:Show that the magnetic moment of an electron in a Boht orbit of radius r_{\pi} is proportional to \sqrt{r_{n} .} SOLVED:Show that the magnetic moment of an electron in a Boht orbit of radius r_{\pi} is proportional to \sqrt{r_{n} .}](https://cdn.numerade.com/previews/40829cf4-e3ae-4ebc-acde-09c298612a65_large.jpg)
SOLVED:Show that the magnetic moment of an electron in a Boht orbit of radius r_{\pi} is proportional to \sqrt{r_{n} .}
![Calculate the magnetic moment of an atom (in Bohr magnetons) (a) in 1F state; (b) in 2D3/2 state; (c) in the state in which S = 1, L = 2, and Lande factor g = 4/3. Calculate the magnetic moment of an atom (in Bohr magnetons) (a) in 1F state; (b) in 2D3/2 state; (c) in the state in which S = 1, L = 2, and Lande factor g = 4/3.](https://database-physics-solutions.com/real/irodov/6/145.gif)
Calculate the magnetic moment of an atom (in Bohr magnetons) (a) in 1F state; (b) in 2D3/2 state; (c) in the state in which S = 1, L = 2, and Lande factor g = 4/3.
![The spin-only magnetic moment [in units of Bohr magneton, (mu(B) of Ni^(2+) in aqueous solution would be (atomic number of Ni=28) The spin-only magnetic moment [in units of Bohr magneton, (mu(B) of Ni^(2+) in aqueous solution would be (atomic number of Ni=28)](https://d10lpgp6xz60nq.cloudfront.net/ss/web/457871.jpg)
The spin-only magnetic moment [in units of Bohr magneton, (mu(B) of Ni^(2+) in aqueous solution would be (atomic number of Ni=28)
![State the relation between orbital magnetic moment of an electron and its angular momentum. Hence find the expression for Bohr Magneton. State the relation between orbital magnetic moment of an electron and its angular momentum. Hence find the expression for Bohr Magneton.](https://doubtnut-static.s.llnwi.net/static/web-thumb/643963998_web.png)