Example · High school
Terms
| Term | This example | Why |
|---|
| graph of function |
✓ |
$\setdef{(x, x^2) \suchthat x \in \reals}$ is the graph of the function $x \mapsto x^2$, because it is the set of its input-output pairs.
|
| curve |
✓ |
$\setdef{(x, x^2) \suchthat x \in \reals}$ is a curve, the parabola, because it is a one-dimensional set in the plane.
|
| graph network |
✗ |
|
| graph chart |
✗ |
$\setdef{(x, x^2) \suchthat x \in \reals}$ is the graph of the function $x \mapsto x^2$. It is not a chart, because it is a set of points, not a picture, and it is not a network, because it has no vertices or edges.
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