Graphs of Functions
Definition (Graph of a Function of Several Variables) The graph of a function of several variables
is the collection of all ordered
-tuples
such that
is in the domain of
and
In three dimensions, the graph of
is a surface in
whose projection onto the
-plane is the domain
.
Example (Graphs of Functions of Two Variables) With a minimal learning curve the software packages Mathematica, Maple, MATLAB, and Derive all have the capability of producing great three dimensional graphics.
Here are some examples of computer generated 3D graphs:
![graphs of functions _gr_11.gif]](pages/graphs-of-functions/Images/graphs-of-functions_gr_11.gif)
![graphs of functions _gr_12.gif]](pages/graphs-of-functions/Images/graphs-of-functions_gr_12.gif)
![graphs of functions _gr_13.gif]](pages/graphs-of-functions/Images/graphs-of-functions_gr_13.gif)
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Cite this as: Graphs Of Functions Published by Library of Math -- Online math organized by subject into topics.
Written by Smith, David A.
http://www.libraryofmath.com/graphs-of-functions.html
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