At a certain instant of time, a particle has the wave function y (x) А хе-x/В where b 3D 3 пт: а) Normalize the function. If at that instant a measurement of x is made, find the probability that the result: b) is between 0.9000 and 0.9001 nm, is between O and 2 nm. c) For what value of x is the probability density minimal?
At a certain instant of time, a particle has the wave function y (x) А хе-x/В where b 3D 3 пт: а) Normalize the function. If at that instant a measurement of x is made, find the probability that the result: b) is between 0.9000 and 0.9001 nm, is between O and 2 nm. c) For what value of x is the probability density minimal?
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Transcribed Image Text:At a certain instant of time, a particle has the wave function y (x)
A xe(- |x|/B where b
— 3 пт:
а)
Normalize the function.
If at that instant a measurement of x is made, find the probability that the result:
b) is between 0.9000 and 0.9001 nm, is between O and 2 nm.
c) For what value of x is the probability density minimal?
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