The quantity `[(nh)//(2piqB)]^(1//2)` where `n` is a positive integer, `h` is Planck's constant `q` is charge and `B` is magnetic field has the dimensions of

If n denotes a positive integer h the Planck's constant q the charge and B the magnetic field then the quantity (nh)/(2 piqB) has the dimension of

If 'm' is mass 'Q' is charge and B is magnetic induction, m//BQ has the same dimensions as

If 'm' is mass 'Q' is charge and B is magnetic induction, m//BQ has the same dimensions as

If m is the mass, Q is the charge and B is the magnetic induction, m//BQ has the same dimensions as:

Prove that 2^(n)>1+n sqrt(2^(n-1)),AA n>2 where n is a positive integer.

In a hydrogen like ion, nucleus has a positive charge Ze, Bohr's quantization rule is, the angular momentum of an electron about the nucleus l = (nh)/(2pi) , where 'n' is a positive integer. If electron is in ground state the magnetic field produced at the site of nucleus due to circular motion of the electron

Dimensions of ohm are same as that of (where h is Planck's constant and e is charge)

Dimensions of ohm are same as that of (where h is Planck's constant and e is charge)