A spherical harmonic function is the angular part of the wavefunction of an electror hydrogen atom. In the state (5,4,-2), it is the following, Y, (0, 4) = / exp[-2ip] sin? 0 (7 cos² 0 – 1) A. What is the most probable angle 0 to find the electron? If there are more than one angle, please enter one of the correct answers. Answer:
A spherical harmonic function is the angular part of the wavefunction of an electror hydrogen atom. In the state (5,4,-2), it is the following, Y, (0, 4) = / exp[-2ip] sin? 0 (7 cos² 0 – 1) A. What is the most probable angle 0 to find the electron? If there are more than one angle, please enter one of the correct answers. Answer:
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![A spherical harmonic function is the angular part of the wavefunction of an electron in
hydrogen atom.
In the state (5,4,-2), it is the following,
Y, (0, ø) =V exp[-2iø] sin? 0 (7 cos² 0 – 1)
A. What is the most probable angle 0 to find the electron?
If there are more than one angle, please enter one of the correct answers.
Answer:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdd879fe3-01f6-459e-aa68-ef9b10076ee0%2F7eab4282-06a9-4bcc-932f-34222467ccf6%2Fa58r7y_processed.png&w=3840&q=75)
Transcribed Image Text:A spherical harmonic function is the angular part of the wavefunction of an electron in
hydrogen atom.
In the state (5,4,-2), it is the following,
Y, (0, ø) =V exp[-2iø] sin? 0 (7 cos² 0 – 1)
A. What is the most probable angle 0 to find the electron?
If there are more than one angle, please enter one of the correct answers.
Answer:
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