Give the possible values of l,m,and s when n=2

State Pauli's exclusion principle. Give the possible values of l for n=2

An atomic orbital has n = 3. What are the possible values of l ?

Give possible values for length and breadth of the rectangle whose area is 2x ^(2) + 9x -5.

How many electrons can have the values n=2, l=1,and s=+1//2 in the configuration 1s^(2)2s^(2)2p^(3) ?

The resistance of series combination of 2 resistors is S. When they are joined in parallel the total resistance is P. If S = nP , then minimum possible value of n is

An atomic orbital has l= 3. What are the possible values of m?

Write the value of n,l and m for electron present in 2P_(z) orbital.

Let S_(1) , S_(2) ,"……." be square such that for each n gt 1 , the length of a side of S_(n) equals the length of a diagonal of S_(n+1) . If the length of a side of S_(1) is 10cm, then for which of the following values of n is the area of S_(n) less than 1 sq cm ?

Write the values of l and m for p-orbitals