The maximum number of electrons that can be filled into all the orbitals corresponding to the azimuthal quanta number L=3 is
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S = L = o
p = L = 1
d = L = 2
f = L =3
so for L= 3 that is it "f" subshell and maximum number of electron in f subshell is "14".
p = L = 1
d = L = 2
f = L =3
so for L= 3 that is it "f" subshell and maximum number of electron in f subshell is "14".
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Answer:
For azimuthal quanta number L=3, possible values of no. of orbitals m = 2L+1=7.
For each m, there can be 2 electrons filled.
Hence , maximum number of electrons that can be filled into all the orbitals corresponding to the azimuthal quanta number L=3 is =2×7=14.
Explanation:
- The azimuthal quantum number is defined as the shape of a given orbital.
- Its value is equal to the total number of angular nodes in the orbital.
- It is denoted by the symbol 'L'.
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