A new spectrokinetic method is described that determines the absolute values of all five unknown parameters (ε A , ε B , φ AB , k AB , k BA ) of AB(2k,1φ) thermophotoreactive chromic systems. For the first time, solely kinetic data are used to perform complete analytical elucidations. Also, the method addresses realistic situations by considering that both absorption spectra of the reactive species are unknown and partially or totally overlap, solving the identifiability problem, and using a single set of experimental data (for the thermal and photochemical reactions). The absolute values for the five unknown parameters that make up the true kinetic solution are readily obtained by the application of five analytically defined algebraic equations. The method is independent of experimental conditions relating to initial concentration, temperature, threshold of incident light intensity, and the wavelength at which the kinetic traces are measured. The detailed mathematical algorithm also allows the determination of the reaction quantum yield at any (isosbestic and nonisosbestic) irradiation wavelength and proposes a new colorability expression for these systems.