In this paper, the general characteristics of the normalized voltammetric response for reversible two-electron transfer reactions (EE mechanism) is analyzed and particularized to the application of derivative normal pulse voltammetry (dNPV) using electrodes of any geometry and size, and cyclic voltammetry (CV), when the molecule undergoing the process is soluble in solution and surface-confined, respectively. The analysis is based on the close relationships between the electrochemical response and the theoretical values of surface concentrations/excesses, and has led to the voltammetric signal of the EE mechanism being interpreted in terms of the percentage of E 1e − E 1e − , and E 2e − character, as a function of the difference between the formal potentials of both electron transfers, ΔE 0 ′ = E 2 0 ′ − E 1 0 ′. In line with the percentage of E 2e − character, the term "effective electron number", n eff , has been introduced and related to the probability of the second electron being transferred in an apparently simultaneous way with the first one and a direct method to obtain the values of E 1 0 ′ and E 2 0 ′ for any ΔE 0 ′ has been proposed. The key role of ΔE 0 ′ (in mV, 25 °C) = −142.4, −71.2, −35.6, and 0 values in the behavior of the peak parameters of the voltammetric curves is explained in terms of the usual terminology (transition 2 peaks−1 peak, repulsive− attractive interactions, anticooperativity−cooperativity, and normal-inverted order of potentials). The EE mechanism is also compared with two independent E mechanisms (E+E).