A quanton's wavefunction \( \psi(x) \) at a certain time passes through zero at a certain position \( x_0 \). If we do an experiment to locate the quanton at that time, is the probability of getting the result \( x_0 \) less than (or equal to) the probability of getting any other result, or does this depend on the shape of the wavefunction at other positions? Explain your response.

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A quanton's wavefunction y(x) at a certain time passes through zero at a certain position xo. If we do an experiment to locate the quanton at that time, is the probability of getting the result xo less that (or equal to) the probability of getting any other result, or does this depend on the shape of the wavefunction at other position? Explain your response.

A quanton's wavefunction y(x) at a certain time passes through zero at a certain position xo. If we do an experiment to locate the quanton at that time, is the probability of getting the result xo less that (or equal to) the probability of getting any other result, or does this depend on the shape of the wavefunction at other position? Explain your response.

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