An electron is in an infinite one-dimensional square well of
width L = 0.12 nm.
1) First, assume that the electron is in the lowest energy
eigenstate of the well (the ground state). What is the energy of
the electron in eV? E =
2) What is the wavelength that is associated with this
eigenstate in nm? λ =
3) What is the probability that the electron is located
within the region between x = 0.048 nm
and x = 0.072 nm? p =
4) Now, assume the electron is in the energy eigenstate that is
the closest in energy to that of the ground state. What is the
probability that the electron in this state is located within the
region between x = 0.048 nm
and x = 0.072 nm? p =