1 = (x) %3D L/2

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PROBLEM 1. Consider a particle in an infinite ld potential well of width L.
Calculate the probabilities w, of measurement of different energies En of a
particle which at t = 0 has a wave function independent of coordinate:
1
(x) = L1/2
Show that the sum of all probabilities equals 1:
Wn = 1.
n=1
HINT: You may need the sum:
1
%3D
(2s – 1)2
8
8=1
IM:
Transcribed Image Text:PROBLEM 1. Consider a particle in an infinite ld potential well of width L. Calculate the probabilities w, of measurement of different energies En of a particle which at t = 0 has a wave function independent of coordinate: 1 (x) = L1/2 Show that the sum of all probabilities equals 1: Wn = 1. n=1 HINT: You may need the sum: 1 %3D (2s – 1)2 8 8=1 IM:
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