Find the maximum number of electrons are represented by quantum numbers `n=3, l=1`.

Assertion : The maximum number of electrons in the shell with principle quantum number n is equal to 2n^(2) . Reason : Two electrons can have the same value of three quantum numbers n, l and m_(l) , but must have the opposite spin quantum number.

What is the maximum number of electrons in a subshell that can have the quantum numbers n = 3 and l = 2 ?

What is the maximum number of electron in an atom that can have the quantum numbers n = 4, m_(l) =+1 ?

The maximum number of electrons that can have principal quantum number, n = 3, and spin quantum number m_(s) = - 1 /2, is

The maximum number of electrons can have principal quantum number n = 3 and spin quantum number m_(s) = 1//2 is

In any subshell, the maximum number of electrons having same value of spin quantum number is

The maximum quantum number of electrons that can have principal quantum number, n=3 and spin quantum number n_(s) = (-1)/(2) is...........

Quantum number area assigned to get complete inforamtion of electrons regarding their energy engular momentum ,spectral lines etc. Four quantum number are known i.e pricipal quantum numbers which tell the diatence shell and its angular momentum .Azimuthal and of courase shape of orbital , Magnetic qunatum number deals with syudy of orientations or deganeracy of a subshell . spin quantum number defines te spin of electrons designaated as +(1)/(2) or-(1)/(2) respresented by 123 and 123 respectively . Electrons are filled in oritals and Hun's rule of maximum multicity . Number of electrons having the quantum numbers n=4, l=0, s=-(1)/(2) in Zn^(+2) ion is /are :

The maximum number of electrons with n = 3 and I = 3 is

Calculate the minimum and maximum number of electrons which may have magnetic quantum number m=+1 and spin quantum number s=-(1)/(2) in chromium (Cr)