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Q3:3 A particle is initially represented by a state which is one of the eigenfunctions {on (x)} of a hamiltonian operator H, namely ø1, whose normalised form is given by 2 1 (z) = 7!/2* exp The eigenvalue for this eigenfuncțion is 3. (a) What is the mean or average value of x for this state?

Q3:3 A particle is initially represented by a state which is one of the eigenfunctions {on (x)} of a hamiltonian operator H, namely ø1, whose normalised form is given by 2 1 (z) = 7!/2* exp The eigenvalue for this eigenfuncțion is 3. (a) What is the mean or average value of x for this state?

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Q3:3 A particle is initially represented by a state which is one of the eigenfunctions {on (x)} of a hamiltonian operator H, namely ø1, whose normalised form is given by 2 01 (x) = - 7!/2 exp 2 The eigenvalue for this eigenfuncțion is 3. (a) What is the mean or average value of r for this state?
Transcribed Image Text:Q3:3 A particle is initially represented by a state which is one of the eigenfunctions {on (x)} of a hamiltonian operator H, namely ø1, whose normalised form is given by 2 01 (x) = - 7!/2 exp 2 The eigenvalue for this eigenfuncțion is 3. (a) What is the mean or average value of r for this state?
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