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Understanding Tangents and Instantaneous Rate of Change in Calculus

This review focuses on the concepts of tangents and the instantaneous rate of change (IROC) in calculus. We explore the slope of a curve using the limit definition, examining how the function behaves as it approaches a point. Example problems illustrate the application of these concepts, including the conditions under which IROC exists. Additionally, the relationship between distance and time is discussed to provide real-world context. This review aims to clarify foundational calculus principles essential for further studies in mathematics.

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Understanding Tangents and Instantaneous Rate of Change in Calculus

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