This math topic covers solving for time in continuous growth scenarios using exponential functions. It provides practice in understanding and calculating the time required for different entities (such as savings accounts, rabbit populations, app downloads, bacterial growth, and debt growth) to reach a certain growth under continuous percentage increases over specified periods. Each problem presents a real-life situation where learners apply logarithms and exponential calculations to find how long it takes for an initial amount to grow to a predefined amount. This includes manipulating exponential equations to isolate and solve for the variable representing time.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
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