An electron is confined to a three-dimensional infinite cubic well with side length L = 0.200 nm. The ground state is non-degenerate, while the first excited state is 3-fold degenerate. What is the energy of the lowest energy non-degenerate excited state?
An electron is confined to a three-dimensional infinite cubic well with side length L = 0.200 nm. The ground state is non-degenerate, while the first excited state is 3-fold degenerate. What is the energy of the lowest energy non-degenerate excited state?
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![11. An electron is confined to a three-dimensional infinite cubic well with side length
L = 0.200 nm. The ground state is non-degenerate, while the first excited state is
3-fold degenerate. What is the energy of the lowest energy non-degenerate excited
state?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F62a79166-ba2c-43d7-9fa1-94c5c5be2063%2F33b16abc-b874-4215-a74a-97c68851e85c%2F4skxmmp_processed.png&w=3840&q=75)
Transcribed Image Text:11. An electron is confined to a three-dimensional infinite cubic well with side length
L = 0.200 nm. The ground state is non-degenerate, while the first excited state is
3-fold degenerate. What is the energy of the lowest energy non-degenerate excited
state?
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