The radial wave function of an electron in the ground state of hydrogen is given by: 1 R(r)= 1) Find (r) and (2). Express your answer in terms of the Bohr radius ao. 2) Find (x), (x²), (²) and (2²) for an electron in the ground state. (Hint: ² = x²+²+z², and the symmetry of the ground state require that x² = y² = z²).

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The radial wave function of an electron in the ground state of hydrogen is given by:
-r/a
1
R(r)=- e
√ra
1) Find (r) and (2). Express your answer in terms of the Bohr radius ao.
2) Find (x), (x²), (²) and (2²) for an electron in the ground state. (Hint: 2 = x²+y²+z², and the
symmetry of the ground state require that x² = y² = 2²).
Transcribed Image Text:Question 2 The radial wave function of an electron in the ground state of hydrogen is given by: -r/a 1 R(r)=- e √ra 1) Find (r) and (2). Express your answer in terms of the Bohr radius ao. 2) Find (x), (x²), (²) and (2²) for an electron in the ground state. (Hint: 2 = x²+y²+z², and the symmetry of the ground state require that x² = y² = 2²).
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