Learn Why a Rational Function could Reach Infinity

>> YOUR LINK HERE: ___ http://youtube.com/watch?v=gHsLce8UhIw

Graphing horizontal and vertical asymptotes is an essential concept in the study of functions and calculus. These asymptotes provide valuable information about the behavior of a function as it approaches certain values. • In graphing, identifying and understanding these asymptotes is crucial for visualizing the long-term behavior of a function, especially for rational functions (quotients of polynomials). Knowing where the function approaches or diverges from specific values helps interpret the function's overall shape, behavior, and its impact on its domain. • Understanding horizontal and vertical asymptotes is essential for advanced calculus, limits, and analyzing functions in mathematics, as well as in fields like engineering, physics, and economics where these concepts are widely applied. • More Lessons: http://www.MathAndScience.com • Twitter: / jasongibsonmath

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