Suppose that, in an alternate universe, the possible values of ml were the integer values including 0 ranging from −l−1 to l+1 (instead of simply −l to +l). How many orbitals would exist in each of the following sublevels?
s sublevel
p sublevel
d sublevel

Respuesta :

The orbitals would exist in each of the following sublevels are:

s sublevel = 3 orbitals

p sublevel = 5 orbitals

d sublevel = 7 orbitals

if ml range to -l -1 to +l +1

for s sublevel : l = 0

ml = -1 , 0, +1

therefore, s sublevel have 3 orbitals

for p sublevel : l = 1

ml = -2, -1. 0, +1, +2

therefore, p sublevel have  5 orbital

for d sublevel : l = 2

ml = -3, -2, -1, 0, +1, +2, +3

therefore, d sublevel have 7 orbital.

Thus, s sublevel have 3, p sublevel have 5, d sublevel have 7 orbitals.

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