20-28. (4.5 Points Total) We saw that Bohr was able to accurately predict the energy levels for the hydrogen atoms. So far we've used Schrodinger's equation to predict the energy levels for an electron in a wire (approximated by an infinite square well potential). For which of these two physical situations are the following statements true: 20. [0.5 Points] The spacing between the allowed energies decreases for higher energy levels: Bohr Hydrogen Atom Infinite Square Well Both Neither 21. [0.5 Points] The quantized energies go as 12: Bohr Hydrogen Atom Infinite Square Well Both Neither22. [0.5 Points] The quantized energies go as n: Bohr Hydrogen Atom Infinite Square Well Both Neither 23. [0.5 Points] The quantized energies go as n': Bohr Hydrogen Atom Infinite Square Well Both Neither 24. [0.5 Points] The quantized energies depend on length: Bohr Hydrogen Atom Infinite Square Well Both Neither 25. [0.5 Points] Quantization of energy levels results from boundary conditions: Bohr Hydrogen Atom Infinite Square Well Both Neither 26. [0.5 Points] There are an infinite number of allowed energy levels: Bohr Hydrogen Atom Infinite Square Well Both Neither 27. [0.5 Points] The kinetic energy of the electron increases with increasing n: Bohr Hydrogen Atom Infinite Square Well Both Neither 28. [0.5 Points] The potential energy of the electron increases with increasing n: Bohr Hydrogen Atom Infinite Square Well Both Neither