| Summary: | Sequential reactions consist of linked reactions in which the product of the first reaction becomes the substrate of a second reaction. Sequential reactions occur in industrially important processes, such as the chlorination of methane. A generalized series of three sequential reactions was analyzed in order to determine the times at which each chemical species reaches its maximum. To determine the concentration of each species as a function of time, the differential rate laws for each species were solved. The solution of each gave the concentration curve of the chemical species. The concentration curves of species A<sub>1</sub> and A<sub>2</sub> possessed discreet maxima, which were determined through slope-analysis. The concentration curve of the final product, A<sub>3</sub>, did not possess a discreet maximum, but rather approached a finite limit.
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