Problem 1: Free particle of mass m moving in one dimension is found to have the wave function: 4(x, 0) = A e-1x1 1- Normalize (x, 0) 2-Find the momentum space wave function (k) of the particle at t = 0. 3-Construct (x, t) in the form of an integral.
Problem 1: Free particle of mass m moving in one dimension is found to have the wave function: 4(x, 0) = A e-1x1 1- Normalize (x, 0) 2-Find the momentum space wave function (k) of the particle at t = 0. 3-Construct (x, t) in the form of an integral.
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![Problem 1:
Free particle of mass m moving in one dimension is found to have the wave
function:
4(x, 0) = A e-1x1
1- Normalize (x, 0)
2-Find the momentum space wave function (k) of the particle at t = 0.
3-Construct (x, t) in the form of an integral.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0ad62310-7d4c-4e36-8f23-89f03a8d7528%2F53bea1e6-5e1a-4817-9d0f-d5df99540321%2Fb3edxe9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 1:
Free particle of mass m moving in one dimension is found to have the wave
function:
4(x, 0) = A e-1x1
1- Normalize (x, 0)
2-Find the momentum space wave function (k) of the particle at t = 0.
3-Construct (x, t) in the form of an integral.
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