An argument is presented which suggests that the commonly seen calculus-based derivations of Beer's law may not be adequately useful to students
and may in fact contribute to widely held misconceptions about the
interaction of light with absorbing samples. For this reason, an
alternative derivation of Beer's law based on a corpuscular model and the
laws of probability is presented. Unlike many previously reported
derivations, that presented here does not require the use of calculus, nor
does it require the assumption of absorption properties in an
infinitesimally thin film. The corpuscular-probability model and its
accompanying derivation of Beer's law are believed to comprise a more
pedagogically effective presentation than those presented previously.
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