Nodes is a point where the probability of finding an electron is zero. There are two type of nodes angular and radial nodes.
Total number of nodes = n-1 (n= principal quantum number)
Number of angular nodes = l ( azimuthal quantum number)
Number of radial nodes = (n-1)-l
1) number of nodes in 2s orbital
Principal quantum number, n = 2
Azimuthal quantum number, l = 0
Therefore , radial nodes = n-1-l = 2-1-0 = 1
Angular nodes = l = 0
2) number of nodes in 2p orbital
n = 2. ,. l = 1
Radial nodes = n-1-l = 2-1-1 = 0
Angular nodes = l = 1
3) number of nodes in 3p orbital
n = 3. ,. l= 1
Radial nodes = n-1-l = 3-1-1= 1
Angular nodes= l = 1
4) number of nodes in 5s orbital
n = 5. l= 0
Radial nodes = n-1-l = 5-1-0= 4
5) number of nodes in 3d orbital
n= 3. l= 2
Radial nodes = n-1-l = 3-1-2= 0
Angular nodes= l = 2
Total nodes = n-1= 3-1= 2
Question 6 of 25 > Two types of nodes occur in atomic orbitals: spherical (radial) surfaces...
1 a)The picture below best represents which atomic orbital? Note: There are no radial nodes in this orbital. Select one: 1s 2s 3s 2p 3p 3d. ( here is circle cant draw it) b) If the n quantum number of an atomic orbital is 1, what are the possible values of l? Select all that apply. Penalties are applied for incorrect guesses. Select one or more: -3 -2 -1 0 1 2 3
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