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Consider the hydrogen atom wave function, w= A (6– rlas) (rlao) exp(-r/3a) sin0 e*. (a) Find the normalization constant A. (b) Where is the electron most likely to be found in this state? (c) Find the expectation value of r for this state. (d) What is the expectation value of potential energy in this state?

Consider the hydrogen atom wave function, w= A (6– rlas) (rlao) exp(-r/3a) sin0 e*. (a) Find the normalization constant A. (b) Where is the electron most likely to be found in this state? (c) Find the expectation value of r for this state. (d) What is the expectation value of potential energy in this state?

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Consider the hydrogen atom wave function, y = A (6 – rla,) (rlao) exp(-r/3ao) sin0 e“. (a) Find the normalization constant A. (b) Where is the electron most likely to be found in this state? (c) Find the expectation value of r for this state. (d) What is the expectation value of potential energy in this state?
Transcribed Image Text:Consider the hydrogen atom wave function, y = A (6 – rla,) (rlao) exp(-r/3ao) sin0 e“. (a) Find the normalization constant A. (b) Where is the electron most likely to be found in this state? (c) Find the expectation value of r for this state. (d) What is the expectation value of potential energy in this state?
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