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Φ1 and Φ2 are normalised eigenfunctions of a Hermitian operator.
|Ψ〉 = 3i |Φ1〉 + 2|Φ2〉 and |X〉 = -2i |Φ1〉 + 5 |Φ2〉
The value of 〈Ψ|X〉 + 〈X|Ψ〉 is _______.
(rounded off to the nearest integer)
Φ1 and Φ2 are normalised eigenfunctions of a Hermitian operator.
|Ψ〉 = 3i |Φ1〉 + 2|Φ2〉 and |X〉 = -2i |Φ1〉 + 5 |Φ2〉
The value of 〈Ψ|X〉 + 〈X|Ψ〉 is _______.
(rounded off to the nearest integer)
|Ψ〉 = 3i |Φ1〉 + 2|Φ2〉 and |X〉 = -2i |Φ1〉 + 5 |Φ2〉
The value of 〈Ψ|X〉 + 〈X|Ψ〉 is _______.
(rounded off to the nearest integer)
Updated On: Jul 12, 2024
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Correct Answer: 8
Solution and Explanation
The correct answer is 8.
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