and that have a standard potential of zero, and in which the activities are well represented by the concentrations (i.e. unit activity coefficient). The chemical potential μ c of this solution is the difference between the energy barriers for taking electrons from and for giving electrons to the working electrode that is setting the solution's electrochemical potential. The ratio of oxidized to reduced molecules, ⁠ [Ox] / [Red] ⁠, is equivalent to the probability of being oxidized (giving electrons) over the probability of being reduced (taking electrons), which we can write in terms of the Boltzmann factor for these processes: [ R e d ] [ O x ] = exp ⁡ ⁡ ( − − [ barrier for gaining an electron ] / k T ) exp ⁡ ⁡ ( − − [ barrier for losing an electron ] / k T ) = exp ⁡ ⁡ ( μ μ c k T ) .