For the two binary liquid systems {xC6H5CN+(1−x)C6H6} and {xC6H5CN+(1−x)C6H5CH3}, excess molar volumesVEm, excess molar enthalpiesHEm, and excess molar heat capacitiesCEp,mat constant pressure have been measured as a function of mole fractionx. Values ofVEmwere determined atT=(298.15, 308.15, and 318.15)K,HEmwas determined atT=(293.15, 298.15, and 303.15)K, andCEp,mwas determined atT=298.15K (all at atmospheric pressure). The instruments used were, respectively, a vibrating-tube densimeter (from Sodev), an LKB differential flow microcalorimeter equipped with two computer-controlled h.p.l.c. piston pumps (from Gilson), and a Picker flow microcalorimeter (from Setaram). In addition, isobaric heat capacities divided by volumeCp,m/Vmof the pure liquids, as well as several selected mixtures, were measured with a programmable differential scanning calorimeter of the Calvet type (micro-d.s.c., from Setaram) between approximatelyT=280K andT=350K. Both systems show relatively small negative excess molar volumes, which become more negative with increasing temperature. The excess molar enthalpies are highly unusual in that for both systems an M-shaped composition dependence is observed (twomaxima andoneminimum). The M-shape is much more prenounced for (benzonitrile+toluene) than for (benzonitrile+benzene), and appears to vanish for the latter system belowT=298.15K. The results can be understood in terms of a simple theory of complex formation (Guggenheim–McGlashan). The excess molar heat capacity at constant pressure atT=298.15K of (benzonitrile+toluene) is positive at all compositions, while that of (benzonitrile+benzene) is positive only for 0<x<0.071, and negative otherwise (sigmoidal shape). Combining the heat capacities obtained with the Picker calorimeter atT=298.15K with our results forCp,m/Vmobtained with the micro-d.s.c. in conjunction with our density data, excess molar heat capacities have also been derived for (benzonitrile+toluene) atT=(288.15, 308.15, 318.15, and 328.15)K. For this system, the maximum of the curveCEp,magainstxbecomes somewhat smaller with increasing temperature and is shifted towards larger values ofx,i.e.the curves become more symmetric.