Video Definition 22--Rationals and Radicals--Oblique Asymptote (Spanish Audio)

Topic

Rationals and Radicals

Description

An oblique asymptote occurs when, for large values of x, the y-values of the graph approach but do not touch the graph of a linear function. An example is given where y = (x³ - 2x² + 1) / (x² - 2x - 3) approaches y = x as x approaches infinity. This term provides insight into the behavior of rational functions, essential for graphing and understanding limits in radical and rational contexts.

This video includes Spanish audio and can be used with multilingual learners.

The video explains key concepts related to the topic of Rationals and Radicals. In particular, it delves into the mathematics of the topic, including oblique asymptote and related principles. These ideas are foundational for understanding Rationals and Radicals more deeply.

Teacher's Script: "Today, we’ll explore an essential concept in mathematics. The video you’re about to see will show us how an oblique asymptote is used to solve problems and why it’s so powerful. As you watch, think about how these ideas connect to what we’ve learned about Rationals and Radicals."

Guión para el Maestro: " Hoy exploraremos un concepto esencial en matemáticas. El video que están a punto de ver nos mostrará cómo se usa oblique asymptote para resolver problemas y por qué es tan poderoso. Mientras lo ven, piensen en cómo estas ideas se conectan con lo que hemos aprendido sobre Rationals and Radicals. "

For a complete collection of videos related to Rationals and Radicals click on this link: Math Video Definitions: Rationals and Radicals (Spanish Audio) Collection.