The PVTx relationship of four binary dilute (water + n-hexane) mixtures (0.0021, 0.0050, 0.0850 and 0.0138 mole fraction of n-hexane) were measured with a constant-volume method. Measurements were made at five near-critical and supercritical temperatures of pure water: 643.05, 645.05, 647.05, 649.05 and 651.05 K. The range of pressures was from 8 to 35 MPa. The total uncertainty of density, pressure, concentration, and temperature measurements were estimated to be less than +/-0.2%, +/- 5 kPa, 0.001 mole fraction, and 10 mK, respectively. The derived PVTx data have been differentiated to yield infinite dilution partial molar volumes (V) over bar (infinity)(2). Asymptotic properties for V,l along the critical isotherm-isobar of the pure solvent (water) are experimentally studied. We show that PVTx measurements for the dilute water + n-hexane mixture confirm the non-classical power-law behavior of (V) over bar (infinity)(2) along the experimental path of constant T-C-P-C with a critical exponent of 0.79. The values of the Krichevskii parameter of 96.4 MPa for the dilute water + n-hexane mixture was estimated from PVTx measurements and compared with values calculated from the initial slopes of the T-C-x and P-C-x critical lines and the slope of the vapor-pressure P-S-T-S curve at the pure solvent critical point. The excess molar volumes of the mixture near the critical point of pure water are calculated using measured PVTs properties for mixtures and pure components. (C) 2001 Elsevier Science B.V. All rights reserved.