Difference between revisions of "Polyline Command"
From GeoGebra Manual
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;Polyline[ <List of Points> ] | ;Polyline[ <List of Points> ] | ||
:Creates an open polygonal chain (i.e. a connected series of segments) having the initial vertex in the first point of the list, and the final vertex in the last point of the list. | :Creates an open polygonal chain (i.e. a connected series of segments) having the initial vertex in the first point of the list, and the final vertex in the last point of the list. | ||
| − | :{{ | + | :{{Notes|1= |
| + | :*The polygonal chain length is displayed in the [[Algebra View]]. | ||
| + | :*It is also possible to create a discontinuous polygonal: | ||
| + | ::{{example|1=<code>Polyline[ (1, 3), (4, 3), (?,?), (6, 2), (4, -2), (2, -2)]</code> yields the value ''f = 9.47'' in ''Algebra'' view, and the corresponding polygonal in ''Graphics'' view.}} }} | ||
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| − | + | {{note|1=See also [[Polygon Command|Polygon]] command.}} | |
| − | {{note| 1= | ||
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Revision as of 16:48, 2 April 2015
- Polyline[ <List of Points> ]
- Creates an open polygonal chain (i.e. a connected series of segments) having the initial vertex in the first point of the list, and the final vertex in the last point of the list.
- Notes:
- The polygonal chain length is displayed in the Algebra View.
- It is also possible to create a discontinuous polygonal:
- Example:
Polyline[ (1, 3), (4, 3), (?,?), (6, 2), (4, -2), (2, -2)]yields the value f = 9.47 in Algebra view, and the corresponding polygonal in Graphics view.
- Polyline[ <Point>, ..., <Point> ]
- Creates an open polygonal chain (i.e. a connected series of segments) having the initial vertex in the first entered point, and the final vertex in the last entered point.
- Note: The polygonal chain length is displayed in the Algebra View.
Note: See also Polygon command.
