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![Definitions](images/section1.jpg) |
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![](images/01-Home-Page_43.jpg) |
![Graphs and the Vertical Line Test](images/section2.jpg) |
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![](images/01-Home-Page_47.jpg) |
![Composition and Function](images/section3.jpg) |
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![Line of Best Fit and Equation of a Line](images/section4.jpg) |
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![](images/01-Sections_17.jpg) |
![](images/01-Sections_18.jpg) |
![Sierpinsky Triangle](images/section5.jpg) |
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![](images/01-Home-Page_28.jpg) |
GRAPHS
AND THE VERTICAL LINE TEST |
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The graph shown is the graph
of y = x2.
When a function is defined as a graph, there is
an easy test to decide whether the graph represents a function. It is
called the Vertical
Line Test. Basically hold a pencil (representing a vertical
line) in a vertical position and slide the pencil across the graph, if
there
is more than one point where the pencil intersects the
graph, then the curve is not the graph of a function. |
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