Learn about the shapes and characteristics of graphs of rational functions.
Graph and compare inverse variation equations and rational functions.
Graphing rational functions using transformation and asymptotes.
This concept introduces graphs of rational functions and how to use a graphing calculator to help investigate rational functions.
Shows how to graph rational functions manually and on a graphing calculator using a sample problem.
Shows how to graph (manually and on a graphing calculator) rational functions using anoter example problem.
Provides examples of basic Venn diagrams and set operations. The video also explores relationships between sets of elements in Venn diagrams.
Shows how to find vertical asymptotes of rational functions. Demonstrates 4 examples of finding vertical asymptotes.
Shows how to graph rational functions using many examples.
Graphing a Rational Function of the Form y = a/x
This video demonstrates a sample use of the graphs of rational functions.
This video provides an explanation of the concept of the graphs of rational functions.
Practice Graphs of Rational Functions questions
A list of student-submitted discussion questions for Graphs of Rational Functions.
Students will generate questions, activate prior knowledge and collect information to answer these questions.
Learn new vocabulary words and help remember them by coming up with your own sentences and descriptions from the text.
Students will apply their understanding of inverse variation models by applying Boyle's Law to a bicycle pump.
This study guide looks at variations (direct, inverse, joint), graphing rational functions and how to find asymptotes.
These flashcards help you study important terms and vocabulary from Graphs of Rational Functions.