Additional Trigonometric Graphs
This topic presents the graphs of trigonometric functions with some type of transformation applied to it. For example, applying an absolute value function to a trigonometric function yields a similarly shape function by relecting the negative portion of the graph through the y-axis. Other types of transformations include, vertical transformations, sums and differences, and damping effects.
If the six basic trigonometric graphs are known then sketching the graphs of an absolute value of one of these graphs can be obtained by reflection the negative portion of the graph through the
-axis. Here are some graphs:
Example (Additional Trigonometric Graphs) The graph of
can be obtained by reflecting the negative portion of the graph of
through the
-axis.
![additional trigonometric graphs _gr_5.gif]](pages/additional-trigonometric-graphs/Images/additional-trigonometric-graphs_gr_5.gif)
![]()
Example (Additional Trigonometric Graphs) The graph of
can be obtained by reflecting the negative portion of the graph of
through the
-axis.
![additional trigonometric graphs _gr_10.gif]](pages/additional-trigonometric-graphs/Images/additional-trigonometric-graphs_gr_10.gif)
![]()
Example (Additional Trigonometric Graphs)The graph of
can be obtained by reflecting the negative portion of the graph of
through the
-axis.
![additional trigonometric graphs _gr_15.gif]](pages/additional-trigonometric-graphs/Images/additional-trigonometric-graphs_gr_15.gif)
Additional Trigonometric Graphs
Published by Library of Math -- Online math organized by subject into topics.
Written by Smith, David A.
http://www.libraryofmath.com/additional-trigonometric-graphs.html


