what is the lowest value of n that allows g orbitals to exist
Answers
Answered by
79
Lowest value of n will be 5 for which g orbital can exist
See in azimuthal quantum number if n= some integer say 1 then L= 0 to n-1
N=1 -----' L=0 MEANS ONLY 1 SUBSHELL
N=2 ------- L=0,1 MEANS ONLY 2 SUBSHELL
LIKE WISE
N=5 -----''' L=0,1,2,3,4 so here max value of L is 4 means g orbital can exist means g orbital can only exist when L is having value of 4
See in azimuthal quantum number if n= some integer say 1 then L= 0 to n-1
N=1 -----' L=0 MEANS ONLY 1 SUBSHELL
N=2 ------- L=0,1 MEANS ONLY 2 SUBSHELL
LIKE WISE
N=5 -----''' L=0,1,2,3,4 so here max value of L is 4 means g orbital can exist means g orbital can only exist when L is having value of 4
Answered by
22
Answer:The lowest value of n that allows g orbitals to exist is 5.
Explanation:
n Orbitals that are filled
1 s
2 s,p
3 s,p,d
4 s,p,d,f
5 s,p,d,f,g
Similar questions