Applications of Relative Maxima and Minima
Relative Maxima and Minima has various applications. it is used for various purposes such as,
- This concept is used to determine the maximum and minum value of a stock at particular points by equating it to a function that represent the trajectory of the stocks.
- This concept are used in electronic circuits to manage the voltage and current in the system.
- Relative maxima and minima is also used in astrophyscis to find the maximum and minimum trajectory of an abject, etc.
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Relative Minima and Maxima
Relative maxima and minima are the points defined in any function such that at these points the value of the function is either maximum or minimum in their neighborhood. Relative maxima and minima depend on their neighborhood point and are calculated accordingly. We find the relative maxima and minima of any function by using the first derivative test and the second derivative test.
In this article, we have covered Relative Maxima and Minima, methods to find relative maxima and minima, various examples, and others in detail. Before starting with Relative Maxima and Minima, first, learn in brief about Maxima and Minima.
Table of Content
- What is Maxima and Minima?
- What Is Relative Maxima and Minima?
- How to Find Points of Maxima and Minima?
- Recognizing Maxima and Minima
- Steps to Find Relative Maxima and Minima
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