Wave Function of Moving Particle: Which is Correct?

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The discussion centers on the interpretation of the wave function of a moving particle, specifically regarding its probability implications. Participants debate whether it reflects probability in terms of location and time, with options (a), (b), (c), and (d) presented. There is a consensus that the wave function itself lacks physical significance, emphasizing that only the square of the wave function represents the probability distribution. Some argue that options (b) and (d) are reasonable, but ultimately, the focus is on the measurable aspects of the wave function. The conclusion highlights the importance of the probability distribution derived from the wave function rather than the wave function itself.
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for the following question:
the wave function of a moving particle (a) reflects the probablity of finding the particle at a particular place and all the time (b)reflects the probablity of finding the particle at a particular place and a particular time (c)reflects the probablity of finding the particle at a particular time and all the places (d) means nothing as it's not measurable

my problem:
i think that (b) and (d) are both reasonable... but there should only be 1 correct answer?
 
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d)
Remember that the wavefunction has no real physical significance. It is only the square of the wavefunction that matters (and it is the probability distrubution)
 
ok~ thanks!
 
Thread 'Correct statement about size of wire to produce larger extension'
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