In ψ321, the sum of angular momentum, spherical nodes and angular nodes is?
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The image contains questions from a chemistry exam related to angular momentum and spherical nodes. It asks about the concepts in quantum mechanics, specifically regarding the sum of angular momentum and related calculations.
Answer
√6h/2π + 2
The sum of angular momentum, spherical nodes, and angular nodes in ψ321 is √6h/2π + 2.
Answer for screen readers
The sum of angular momentum, spherical nodes, and angular nodes in ψ321 is √6h/2π + 2.
More Information
In the quantum state ψ321, the principal quantum number (n) is 3, the azimuthal quantum number (l) is 2, and the magnetic quantum number (m) is 1. The angular momentum is calculated as √l(l+1)h/2π.
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