Difference between revisions of "StepGraph Command"
From GeoGebra Manual
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:Draws a step graph of a list of points created from the given lists of coordinates. If ''Join'' = ''false'', then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If ''Join'' = ''true'', then each point is connected to the next point in the list by a horizontal and a vertical line segment. | :Draws a step graph of a list of points created from the given lists of coordinates. If ''Join'' = ''false'', then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If ''Join'' = ''true'', then each point is connected to the next point in the list by a horizontal and a vertical line segment. | ||
− | ;StepGraph[ <List of | + | ;StepGraph[ <List of Points>, <Boolean Join> ] |
:Draws a step graph of the given list of points. If ''Join'' = ''false'', then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If ''Join'' = ''true'', then each point is connected to the next point in the list by a horizontal and a vertical line segment. | :Draws a step graph of the given list of points. If ''Join'' = ''false'', then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If ''Join'' = ''true'', then each point is connected to the next point in the list by a horizontal and a vertical line segment. | ||
− | ;StepGraph[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join>, <Point | + | ;StepGraph[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join>, <Point Style> ] |
:Draws a step graph as described above. | :Draws a step graph as described above. | ||
:Point style values of -2, -1, 0, 1, -1 determine how points are drawn as follows: | :Point style values of -2, -1, 0, 1, -1 determine how points are drawn as follows: | ||
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:: -2 = solid point on the left, open point on the right | :: -2 = solid point on the left, open point on the right | ||
− | ;StepGraph[ <List of Points>, <Boolean Join>, <Point | + | ;StepGraph[ <List of Points>, <Boolean Join>, <Point Style> ] |
:Draws a step graph as described above. | :Draws a step graph as described above. |
Revision as of 12:47, 27 August 2013
- StepGraph[ <List of x-coordinates>, <List of y-coordinates> ]
- Draws a step graph of a list of points created from the given lists of coordinates. Each point is connected to the next point in the list by a horizontal and a vertical line segment.
- StepGraph[ <List of Points> ]
- Draws a step graph of the given list of points. Each point is connected to the next point in the list by a horizontal and a vertical line segment.
- StepGraph[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join> ]
- Draws a step graph of a list of points created from the given lists of coordinates. If Join = false, then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If Join = true, then each point is connected to the next point in the list by a horizontal and a vertical line segment.
- StepGraph[ <List of Points>, <Boolean Join> ]
- Draws a step graph of the given list of points. If Join = false, then a horizontal line segment is drawn towards the x-coordinate of the next point, but a vertical line segment is not drawn. If Join = true, then each point is connected to the next point in the list by a horizontal and a vertical line segment.
- StepGraph[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join>, <Point Style> ]
- Draws a step graph as described above.
- Point style values of -2, -1, 0, 1, -1 determine how points are drawn as follows:
- 0 = no points are drawn
- 1 = solid point on the right
- 2 = solid point on the right, open point on the left
- -1 = solid point on the left
- -2 = solid point on the left, open point on the right
- StepGraph[ <List of Points>, <Boolean Join>, <Point Style> ]
- Draws a step graph as described above.