Consider the localized wavefunction given by (x) = e-x². Use the definitions given in Lesson 1B for ✩ and ô and evaluate the indicated operations on this function. (a) Evaluate ✩ p²(x). (b) Evaluate p² (x). (c) Using the results from parts (a) and (b), determine the net effect of the operation represented by (✰ p² – p²x) y(x).
Consider the localized wavefunction given by (x) = e-x². Use the definitions given in Lesson 1B for ✩ and ô and evaluate the indicated operations on this function. (a) Evaluate ✩ p²(x). (b) Evaluate p² (x). (c) Using the results from parts (a) and (b), determine the net effect of the operation represented by (✰ p² – p²x) y(x).
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Transcribed Image Text:Consider the localized wavefunction given by y(x) = e-ax². Use the definitions given in
Lesson 1B for x and ô and evaluate the indicated operations on this function.
αχ2
2
(a) Evaluate ✩ p² y(x).
(b) Evaluate p² y(x).
(c) Using the results from parts (a) and (b), determine the net effect of the operation
represented by (î ô² – ô²x) y(x).
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