This math topic focuses on solving exponential growth equations to find the time variable in different scenarios. It explores discrete exponential function growth models applied to examples like rabbit and insect population growth, credit card debt, and compounded savings growth. Each problem presents a mathematical model where students must solve for time, using formulas involving logarithms and base growth rates. Scenarios are diverse, incorporating yearly breeding cycles, monthly and quarterly interest or compounding, enhancing the understanding and application of exponential functions in real-world contexts.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
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