Wavefunction of a one electron species?

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To compute the ground state and first excited state energy of a one-electron species with Z = 5, the formula E = -(Z^2*e^2)/(8*pi*epsilon 0*a*n^2) is used. The variable "a" likely refers to the Bohr radius, which is essential for solving the problem. The user is struggling to find the value of "a" due to a lack of textbook resources and class notes. Clarification on the definition and calculation of the Bohr radius is requested for further assistance. Understanding the Bohr radius is crucial for accurately determining the energy levels of the one-electron atom.
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1. Compute the ground state energy and first excited state energy of a one electron species with Z = 5.
E = -(Z^2*e^2)/(8*pi*epsilon 0*a*n^2).




2. I cannot for the life of me figure out how to find "a."



3. I know from the question that Z=5 and I assume e=-1.6e-19 C because the pi epsilon 0 thing would go with permittivity constant which allows unit cancellation and n=1 for ground state and n=2 for first excited state. The only problem is I cannot figure out what "a" is so I cannot attempt to answer the question. Help?
 
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I'm guessing that by "one electron species," you mean one-electron atoms. If that's the case, a probably stands for the Bohr radius. You should be able to find its definition in your textbook or notes.
 
That makes sense because I saw something about that when I was using google and wikipedia to try to figure it out but the problem is this class doesn't have a textbook and we haven't had notes because we have only met once. Can you help me figure out how to find the Bohr's radius?
 
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