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3. The ground state wavefunction for a hydrogen atom can be written as µ=Be*/o where B is a constant and a is the Bohr radius. (a) Show that the probability density of this wavefunction is: P(r)=Cre 2r/0 where C is a constant. (b) Calculate the value of r for which this is a maximum.

3. The ground state wavefunction for a hydrogen atom can be written as µ=Be*/o where B is a constant and a is the Bohr radius. (a) Show that the probability density of this wavefunction is: P(r)=Cre 2r/0 where C is a constant. (b) Calculate the value of r for which this is a maximum.

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3. The ground state wavefunction for a hydrogen atom can be written as µ=Be*/a where B is a constant and a is the Bohr radius. (a) Show that the probability density of this wavefunction is: P(r)=Cre 2r/0 where C is a constant. (b) Calculate the value of r for which this is a maximum.
Transcribed Image Text:3. The ground state wavefunction for a hydrogen atom can be written as µ=Be*/a where B is a constant and a is the Bohr radius. (a) Show that the probability density of this wavefunction is: P(r)=Cre 2r/0 where C is a constant. (b) Calculate the value of r for which this is a maximum.
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