Maksimum dan Minimum | Aplikasi Turunan (Part 1) | Kalkulus

Summary

The video discusses the importance of derivatives in calculus, particularly their application in finding maximum and minimum values. It explains the existence theorem, which guarantees that continuous functions on closed intervals have extreme values. The presenter highlights three types of critical points: stationary points, endpoints, and singular points. By evaluating these points, viewers can determine the maximum and minimum values of a given function. An example using the function f(x) = x^2 + 3 over the interval [-1, 8] illustrates the process of identifying and comparing critical points to find the desired values.

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