Fluorescence spectroscopy is an extremely versatile, sensitive experimental technique used in identification and quantification of many environmentally important compounds such as polycyclic aromatic hydrocarbons, polycyclic aromatic nitrogen heterocycles, and polycyclic aromatic sulfur heterocycles. Through judicious selection of excitation and emission wavelengths, a single desired fluorophore can often be analyzed in complex unknown mixtures containing several absorbing and fluorescing species.Many laboratory experiments appearing in this Journal (1-9) and standard laboratory manuals (e.g., ref 10) have involved determination of analyte concentrations by fluorometric methods. Published methods assume that the observed emission intensity, F, isdirectly proportional to the molar concentration of the analyte. The proportionality constant, K′, depends upon the quantum efficiency (quantum yield) of the fluorescence process, the response of the photodetector at the emission wavelength, and the molar extinction coefficient, which remain constant during any given chemical analysis at fixed excitation and emission wavelengths. Analyte concentrations are determined from a working-curve plot of the measured fluorescence intensity versus the known molar concentrations of the standard solutions. The aforementioned experimental methods introduce students to fluorescence instrumentation. However, the data analysis will appear rather trivial if UV-vis spectrophotometric, flame emission, or AA analysis has already been performed. Most instrumental analysis textbooks (11-14) discuss absorption spectroscopy and applications of the Beer-Lambert law one or two chapters before presenting fluorescence and phosphorescence.We have found it possible to modernize our existing fluorometric laboratory experiment involving the determination of quinine in tonic waters by statistically comparing values determined from direct emission and first-derivative fluorometric methods. Recent review articles (15-20), written in several different languages, have cited numerous examples of the application of derivative spectroscopy to the analysis of food, clinical, pharmaceutical, biomedical, and environmental samples. For the most part, published applications utilize either the first or second derivative. Third and higher-order derivatives have been successfully used in select occasions. The first-derivative spectrofluorometric method is relatively straightforward and will be discussed in terms of an unknown tonic water sample containing quinine. The measured emission intensity is given by eq 1. Differentiation of the solution fluorescence emission with respect to the emission wavelength, λ em , yields the following mathematical expression:For solutions that contain only a single fluorophore, the first derivative corresponds to the gradient dF/d λ em of the fluorescence emission envelope and for each well-resolved band features only a maximum and trough. The vertical distance is the amplitude, which is directly proportional to the analyte concentrati...