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Byju's Answer
Standard XII
Chemistry
De Broglie's Hypothesis
The number of...
Question
The number of radial nodes, nodal planes for an orbital with
n
=
4
,
l
=
1
is:
A
3
,
1
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B
2
,
1
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C
2
,
0
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D
4
,
0
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Solution
The correct option is
B
2
,
1
The number of radial nodes
=
n
−
l
−
1
=
4
−
1
−
1
=
2
The number of nodal planes
=
l
(azimuthal quantum number)
=
1
Suggest Corrections
2
Similar questions
Q.
The number of radial nodes present in the radial probability distribution curves for the orbital wave function with quantum numbers it n= 4, l= 0 and m=0 is :
Q.
A certain orbital has n = 4 and
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. The number of radial nodes in this orbital is
. ( Round off to the nearest integer)
Q.
The number of radial nodes of an orbital having principal quantum number of
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and azimuthal quantum number of
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Q.
Statement - 1:
The number of radial nodes in
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and
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orbitals are not equal.
Statement - 2:
The number of radial nodes in
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and
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p
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‘
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′
and
‘
l
′
which are different for
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and
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Q.
The number of radial nodes of 3s and 2p-orbitals are respectively
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