Graphing Rational Functions in Vertex Form - Notes

Graphing Rational Functions in Vertex Form - Notes
Graphing Rational Functions in Vertex Form - Notes
Graphing Rational Functions in Vertex Form - Notes
Graphing Rational Functions in Vertex Form - Notes
Graphing Rational Functions in Vertex Form - Notes
Graphing Rational Functions in Vertex Form - Notes
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Guided notes teaching students how to graph rational functions in vertex form by plugging values into a table and emphasizing horizontal and vertical asymptotes from (h, k). The notes begin with a review of 6 types of parent functions: absolute value, quadratic, cubic, linear, square root, and cube root. The performance problem at the end involves finding x- and y-intercepts algebraically, finding transformations from the parent function y = 1/x, finding horizontal and vertical asymptotes, graphing the function, and then finding the domain and range of the function. I also have a corresponding assignment of the same name.
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