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Graphing Rational Functions 2

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RyanWatt

The document discusses graphs of functions and points of discontinuity. It provides an example of the function h(x) = (x^2 - 4) / (x+2) and instructs the reader to sketch its graph, noting that it will have points of discontinuity where the denominator is equal to zero. The reader is also directed to exercises 1, 4, and 5 on page 125 to complete.

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January 19, 2010 A Hole in the Graph The Plug-Hole by ?ickr user ~~Tone~~
January 19, 2010 Warm up Graph the following function and state the domain and range. g(x) = 2 8 x +4
January 19, 2010 Sketch the graph of.
January 19, 2010 Points of Discontinuity Sometimes you will find graphs of curves that are continuous except at specific points. These are points of discontinuity.
January 19, 2010 Sketch the graph of 2 h(x) = x - 4 x+2
January 19, 2010 Exercise 54 page 125 q. 1, 4, 5,

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Graphing Rational Functions 2