Consider the H2 covalently bonded molecule, with one electron being shared by two positively charged nuclei. Assume the individual wavefunctions w and Up are the lowest energy radial wavefunctions of Hydrogen, e.g. YA = 2 p-r/do . Assume the a3 spacing between the two nuclei is 0.75 Angstroms. Calculate the values, in ev, of the bonding energy E, and antibonding energy E_. Hint: to simplify the integrals, you can assume the origin is at the location of the B nucleus, i.e. TB = 0