This math topic focuses on solving exponential decay equations in continuous processes with mismatched time units. The problems involve rearranging the decay formula to isolate and calculate the rate of reduction or decline for various scenarios, such as changes in toxin concentration, bird populations, whale populations, and bacteria populations. Each problem presents an initial quantity and a decreased quantity after a period, expressed with different time units, challenging the solver to accurately compute the decay rate.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
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