For a particle in a one-dimensional box: a) Obtain the general expression of the probability of finding the particle in the interval 0 < x < L/5 b) Determine the probability of finding the particle in said interval for the first excited level. 2 Data: Ψ( ) - VL 1 1 -sen 2cx 40 ηπχ Integral: sen'cx dx = -X - 2 -sen L
For a particle in a one-dimensional box: a) Obtain the general expression of the probability of finding the particle in the interval 0 < x < L/5 b) Determine the probability of finding the particle in said interval for the first excited level. 2 Data: Ψ( ) - VL 1 1 -sen 2cx 40 ηπχ Integral: sen'cx dx = -X - 2 -sen L
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Transcribed Image Text:For a particle in a one-dimensional box:
a) Obtain the general expression of the probability of finding the particle
in the interval 0 < x < L/5
b) Determine the probability of finding the particle in said interval for the
first excited level.
2
Data: Ψ() =
VL
1
1
-sen 2cx
40
ηπχ
Integral: sen'cx dx = x-
-sen
L
2
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