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The problem statement involves calculating the limit of a rational function, specifically (2h)^3 - 8 / h, as h approaches 0. This type of limit is often encountered in the context of finding the derivative of a function using the limit definition. Understanding this limit requires knowledge of basic algebraic manipulations, the behavior of functions
NEAR zero, and the definition of the derivative. Practicing such problems reinforces foundational concepts in calculus and prepares students for more complex derivative calculations.
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