Use the tables of Hydrogen Atom Radial Wave Functions and Normalized Spherical Harmonics to determine the wave function for a hydrogen atom with quantum numbers of 31-1. O (a) 816 (6)=√sin (0) ²i T 200 ao √3 (200) 2 T =√₁² ao 1 4 T 3 (a) 1/6 (6-) √sin (0) et tio -C (ao)*81√6 ao ao sin (0) etio 200 1 3 √3 (200) 2V 2 sin (0) etio
Use the tables of Hydrogen Atom Radial Wave Functions and Normalized Spherical Harmonics to determine the wave function for a hydrogen atom with quantum numbers of 31-1. O (a) 816 (6)=√sin (0) ²i T 200 ao √3 (200) 2 T =√₁² ao 1 4 T 3 (a) 1/6 (6-) √sin (0) et tio -C (ao)*81√6 ao ao sin (0) etio 200 1 3 √3 (200) 2V 2 sin (0) etio
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Transcribed Image Text:Use the tables of Hydrogen Atom Radial Wave Functions and Normalized Spherical Harmonics to determine the wave function for a hydrogen atom with
quantum numbers of W31-1.
1-1) + 81 4/6 ( 6 - - - ) -—--
e
(ao) 81√6
ao
ao
T
ao
T
200
-1
3
√
√3 (20) 2 V 2π
1
4
(ao)81√/6
ao
e
(
1
3
√3 (200) 2V 27
e 200
Submit Answer
-340
tip
-1 3
sin (0) et
2 √2TT
3
( 6 - - ) — - - -0 12 √/ 2²/12
3a0
e
2V 2T
ao
ao
sin (0) etio
sin (0) etio
Practice Another Version
sin (0) etio
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