Lecture
Derivability Definition and Geometric Interpretation
Description
This lecture covers the definition of derivability of a function at a point, emphasizing the existence of a limit. It also explores the geometric interpretation of derivability through examples and the equation of the tangent line. The slides illustrate the concept with the function sin(x) and its derivative. Additionally, the lecture discusses the continuity of functions and the conditions for a function to be continuous at a point. Various mathematical notations and symbols are used to represent the concepts.
Official source
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