Honors Algebra II
Half-life is the time required for a quantity to reduce to half its initial amount, commonly used in contexts such as radioactive decay and pharmacokinetics. This concept illustrates the exponential nature of decay processes, where the same fraction of material is lost in each time period, resulting in a rapid decrease in quantity. Understanding half-life is essential for solving equations that describe exponential growth or decay and for applying these principles in real-world situations.
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