At single-crystal electrodes and in the absence of ionic specific adsorption, plots of the reciprocal of the experimental differential capacity against the reciprocal of the Gouy-Chapman (GC) diffuse layer capacity (the so-called Parsons-Zobel (PZ) plots) exhibit slopes which are often somewhat less than unity at the charge density σ = 0. This apparently anomalous behaviour has usually been explained by surface roughness. On using a (111) silver single-crystal electrode yielding a PZ plot of average slope 0.65 at σ = 0, PZ plots of slopes 1.05 ± 0.05 and linear correlation coefficients better than 0.996 were obtained for − 2 ≤ σ ≤ −1 μC cm -2. Moreover, plots of the applied potential E against the GC potential ø d of slopes 1 ± 0.05 and linear correlation coefficients better than 0.993 were obtained for σ ≤ −2 μC cm -2. A critical analysis of these data was carried out in order to test the validity of the GC theory.