Difference between revisions of "PerpendicularVector Command"
From GeoGebra Manual
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:* <code><nowiki>PerpendicularVector[(3, 2)]</nowiki></code> yields the vector ''{-2, 3}''. | :* <code><nowiki>PerpendicularVector[(3, 2)]</nowiki></code> yields the vector ''{-2, 3}''. | ||
:* <code><nowiki>PerpendicularVector[(a, b)]</nowiki></code> yields the vector ''{-b, a}''.</div>}} | :* <code><nowiki>PerpendicularVector[(a, b)]</nowiki></code> yields the vector ''{-b, a}''.</div>}} | ||
+ | |||
+ | {{betamanual|version=5.0| | ||
+ | ;OrthogonalVector[ <Plane> ] | ||
+ | :Creates a vector orthogonal to the plane. | ||
+ | }} | ||
{{note| 1=<div>See also [[UnitPerpendicularVector Command]].</div>}} | {{note| 1=<div>See also [[UnitPerpendicularVector Command]].</div>}} |
Revision as of 14:18, 21 July 2014
- PerpendicularVector[ <Line> ]
- Returns the perpendicular vector of the line.
- Example:Let
Line[ (1, 4), (5, -3) ]
be the line j.PerpendicularVector[ j ]
yields the perpendicular vector u=(7, 4) of the line j.
- Note: A line with equation ax + by = c has the perpendicular vector (a, b).
- PerpendicularVector[ <Segment> ]
- Returns the perpendicular vector of the segment with the same length.
- Example:Let
Segment[ (3, 2), (14, 5) ]
be the segment k.PerpendicularVector[ k ]
yields the perpendicular vector u=(-3, 11) of the segment k.
- PerpendicularVector[ <Vector> ]
- Returns the perpendicular vector of the given vector.
- Example:Let
Vector[ (-12, 8) ]
be the vector u.PerpendicularVector[ u ]
yields the perpendicular vector v=(-8, -12) of the vector u.
- Note: A vector with coordinates (a, b) has the perpendicular vector (-b, a).
CAS Syntax
- PerpendicularVector[ <Vector> ]
- Returns the perpendicular vector of the given vector.
- Example:
PerpendicularVector[(3, 2)]
yields the vector {-2, 3}.PerpendicularVector[(a, b)]
yields the vector {-b, a}.
Following text is about a feature that is supported only in GeoGebra 5.0.
|
Note:
See also UnitPerpendicularVector Command.