Question 6: Find an approximate value for the ground state energy of the particle with a Hamiltonian h' d'1 +mo'x - ad(x) H = 2m dx 2 by using the Gaussian function a trial wave-function y(x) = Ae [Note: express the answer in terms of b]
Question 6: Find an approximate value for the ground state energy of the particle with a Hamiltonian h' d'1 +mo'x - ad(x) H = 2m dx 2 by using the Gaussian function a trial wave-function y(x) = Ae [Note: express the answer in terms of b]
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![Question 6: Find an approximate value for the ground state energy of the particle with a Hamiltonian
h dmox-ad(x)
2m dx2
by using the Gaussian function a trial wave-function
y(x) = Ae
[Note: express the answer in terms of b]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F35411c6a-65d0-4f81-a2e0-015d90598c26%2F33a27684-360b-4003-b9ee-00561c9aa612%2Fa7rg5d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 6: Find an approximate value for the ground state energy of the particle with a Hamiltonian
h dmox-ad(x)
2m dx2
by using the Gaussian function a trial wave-function
y(x) = Ae
[Note: express the answer in terms of b]
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