4. Polynomial and Rational Functions

Use Arrow Notation

Rational Functions and Their Graphs

Using Arrow Notation

Zeros and Vertical Asymptotes of a Rational Function

Rational Functions of the Form y = 1/x^n and Their Transformations / Example 11.5

Find the Equations of the Vertical and Horizontal Asymptotes of Rational Function f(x)=(3x+12)/(x+2)

Finding All Asymptotes of a Rational Function (Vertical, Horizontal, Oblique / Slant)

 General Attributes of Rational Functions

Rational Equations- Work-rate Problem

Arrow Notation

Comprehensive Graph of a Rational Function

Rational Functions: Vertical and Horizontal Asymptotes, Arrow notation

Rational Function : Find the Asymptotes (Vertical, Horizontal, Slant / Oblique)

Coordinates of a Hole of a Rational Function

Arrow Notation -Rational Functions

 Rational Functions of the Form y = 1/x^n and Their Transformations / Example 11.6

Finding Vertical Asymptotes of Rational Functions

Graphing a Rational Function that has an Oblique/Slant Asymptote and  a Vertical Asymptote

Graphing a Rational Function with Slant / Oblique Asymptote

Vertical Asymptotes of Rational Functions: Quick Way to Find Them, Another Example 2

How to Find Slant Asymptote of a Rational Function

Graphing Rational Functions and Their Asymptotes

 Finding Horizontal Asymptotes Using Leading Terms

Identify a vertical asymptote

Create and graph relationships using rational functions

Finding Oblique Asymptotes by Long Division

Shortcut to Find Horizontal Asymptotes of Rational Functions

Rational Equations- Applications with Uniform Motion

MATHS - Graphs - Asymptotes

Finding the Domain of Rational Functions

 Rational Functions of the Form y = 1/x^n and Their Transformations / Example 11.4

Vertical Asymptotes of Rational Functions: Quick Way to Find Them, Another Example 1

How to find SLANT ASYMPTOTES 

Finding the Domain of a Rational Function / Fraction with Variable in Denominator

Rational Expressions and Domain

Finding the Domain of an Expression Involving Fractions - Example 1

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 Problems Modeled by Polynomial or Rational Inequalities

Polynomial and Rational Inequalities

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Solve Applied Problems Involving Rational Functions

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Problems Involving a Quadratic Function's Minimum or Maximum

Quadratic Functions

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Solve Combined Variation Problems

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Modeling Using Variation

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Find Zeros of a Polynomial Function

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Zeros of Polynomial Functions

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