The quantum numbers for several eigenstates are listed below. Match each with its degeneracy. Be careful, and note that states like (2,9) and (6,7) are also degenerate for this system! v (1,2) v (2,2) • (3,5) * (1,7) A. 4 В. 5 C. 2 D. 3 E. 1

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QUESTION 17
The quantum numbers for several eigenstates are listed below. Match each with its degeneracy.
Be careful, and note that states like (2,9) and (6,7) are also degenerate for this system!
- • (1,2)
v (2,2)
- (3,5)
• (1,7)
A. 4
В. 5
C. 2
D. 3
E. 1
Transcribed Image Text:QUESTION 17 The quantum numbers for several eigenstates are listed below. Match each with its degeneracy. Be careful, and note that states like (2,9) and (6,7) are also degenerate for this system! - • (1,2) v (2,2) - (3,5) • (1,7) A. 4 В. 5 C. 2 D. 3 E. 1
QUESTION 15
How would you characterize w(x) from these results?
y(x) is an eigenfunction of p?, but not of - (6²+²).
O w(x) is an eigenfunction of (2+8?), but not of
Y(x) is an eigenfunction of both p? and - (6?+?).
2
w(x) is not an eigenfunction of either p? or -(6²+F²).
Transcribed Image Text:QUESTION 15 How would you characterize w(x) from these results? y(x) is an eigenfunction of p?, but not of - (6²+²). O w(x) is an eigenfunction of (2+8?), but not of Y(x) is an eigenfunction of both p? and - (6?+?). 2 w(x) is not an eigenfunction of either p? or -(6²+F²).
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