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Using the position and momentum representations of state |), with wave functions (x) = (x|) and o(p) = (p|w) evaluate the following inner products and express your results in terms of (x) and ø(p): (a) (p|î\») (b) (r\p\½) (c) (p|îp\µ) Note: Recall (x\p) çeipz/h /2Th

Using the position and momentum representations of state |), with wave functions (x) = (x|) and o(p) = (p|w) evaluate the following inner products and express your results in terms of (x) and ø(p): (a) (p|î\») (b) (r\p\½) (c) (p|îp\µ) Note: Recall (x\p) çeipz/h /2Th

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Using the position and momentum representations of state |w), with wave functions (x) = (x|4) and ø(p) = (p|v), evaluate the following inner products and express your results in terms of (x) and ø(p): (a) (plî\») (b) (x\p\) (c) (p|âp\b) Note: Recall (x|p) = eipa/h V2nh
Transcribed Image Text:Using the position and momentum representations of state |w), with wave functions (x) = (x|4) and ø(p) = (p|v), evaluate the following inner products and express your results in terms of (x) and ø(p): (a) (plî\») (b) (x\p\) (c) (p|âp\b) Note: Recall (x|p) = eipa/h V2nh
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