Calculate the uncertainties dr = V(x2) and op = V(p²) for %3D a particle confined in the region -a < a < a. The wave function of the particle is: 1 (x) = COS -a a, r<-a. %3D
Calculate the uncertainties dr = V(x2) and op = V(p²) for %3D a particle confined in the region -a < a < a. The wave function of the particle is: 1 (x) = COS -a a, r<-a. %3D
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Question
![Calculate the uncertainties dr = V(x2) and op = V(p²) for
%3D
a particle confined in the region -a < a < a. The wave function of the
particle is:
1
(x) =
COS
-a <r < a,
Va
2a
(x) = 0,
a > a,
r<-a.
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F85e4b871-9d1c-4ae2-b799-fb57954f3d49%2Fd19a48b7-f800-431d-b547-5e44e9dda158%2Fchg019h.jpeg&w=3840&q=75)
Transcribed Image Text:Calculate the uncertainties dr = V(x2) and op = V(p²) for
%3D
a particle confined in the region -a < a < a. The wave function of the
particle is:
1
(x) =
COS
-a <r < a,
Va
2a
(x) = 0,
a > a,
r<-a.
%3D
Expert Solution
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Step 1
Given:
The wavefunction of the particle is:
Introduction:
The uncertainty principle is a mathematical inequality that asserts a fundamental limit to the precision with which the values for certain pairs of physical quantities of a particle. Such pairs of variables are known as canonically conjugate pairs.
Step 2
Calculation:
Calculate the value of .
Calculate the value of .
Step by step
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