2. How many
arbitals
ale
possible for
-4?
Answers
Answer:
16 orbitals are possible
Explanation:
Formula is n²
here n=4
so n²= 16
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Answer:
Explanation:
The number of orbitals present in a given subshell is given by the number of values that the magnetic quantum number,
m
l
, can take.
In turn, the possible values that the magnetic quantum number can take depend on the identity of the angular momentum quantum number,
l
, which denotes the energy subshell in which an electron resides in an atom.
m
l
=
{
−
l
,
−
(
l
−
1
)
,
...
,
−
1
,
0
,
+
1
,
...
,
+
(
l
−
1
)
,
+
l
}
Now, the
d
subshell is described by
l
=
2
This means that for a
d
subshell , the magnetic quantum number can take
5
possible values.
l
=
2
⇒
m
l
=
{
−
2
,
−
1
,
0
,
+
1
,
+
2
}
You can thus say that the
d
subshells, which can be found in an atom starting with the third energy level, contain five
d
orbitals.
Explanation:
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