Chem 143 2018 Final Exam SolutionsIa.) CH2F2> CF2Cl2> CF4.The geometry of each molecule is based on a tetrahedral structure, as shownbelow.CF4has strict tetrahedral symmetry and there are a variety of non-coincident proper rotation axes, reflection planes that do not contain some of theaxes, and improper rotations.Thus the molecular dipole moment of CF4is exactlyzero.Both CH2F2and CF2Cl2have aC2rotation axis (which bisects the F-C-F angle),and two reflection planes containing theC2axis, one containing the carbon andfluorines, and one containing the carbon and the other two atoms.Thus bothCH2F2and CF2Cl2may have a dipole moment constrained to lie along theC2axis.The molecular dipole moment represents the sum of the bond dipoles, themagnitudes of which are dependent on differences in electronegativity.Theelectronegativity differences predict that C-F bonds should have the largest bonddipoles, while C-H has the smallest. C-Cl bonds have large bond dipoles, but theyare smaller than the C-F bond dipoles.In CH2F2, the C-H bond dipoles and the C-F bond dipoles add to result in the largest dipole.In CF2Cl2the bond dipoles aremore similar and almost cancel to give a significantly lower molecular dipole.AAFFC2σσFFFFC2C3C3A = H, ClIb) Br > Cl > F.The standard enthalpies of the reactions are given by∆Horxn= 2∆Hfo(HX)-∆Hfo(H2)-∆Hfo(X2)For F2(g) and Cl2(g),∆Hfo(X2)= 0 since these represent the elemental states of fluorineand chlorine, and∆Horxn= 2∆Hfo(HX)= -542 kJ mol-1for F and -184 kJ mol-1for Cl.For Br2(g),∆Horxn= 2∆Hfo(HBr)-∆Hfo(Br2,g)= -103 kJ mol-1, thus establishing theordering given above.