Chelsey2010 Posted July 9, 2010 Report Share Posted July 9, 2010 For the infinite square-well potential, find the probability that a particle in its third excited state is in each third of the one-dimensional box:1. (0< x <L/3)2 (L/3 <x <2L/3)3 (2L/3< x< L) I have normalization wave function: sqrt(2/L) sin (npix/L) So for the probability I squared the function and then integrated it from 0 to L/3 (for the first part). I tried this with n=3 and n= 4....but I keep ending up with an incorrect answer. What am I doing wrong? Can someone please help me out with this? I am getting really frustrated. Quote Link to comment Share on other sites More sharing options...

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