Deret Taylor [Metode Numerik]

Summary

This video lecture explores Taylor's Theorem and Maclaurin Series, key concepts in numerical methods for approximating complex functions. The instructor explains how Taylor's Theorem helps estimate values for functions that are difficult to compute exactly, using derivatives at a specific point. The lecture covers the general form of the Taylor Series and its special case, the Maclaurin Series, with examples including exponential, sine, and cosine functions. It also discusses the convergence of these series and how more terms lead to more accurate approximations, especially when the expansion point is far from the value of interest.

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