Difference between revisions of "Length Command"
From GeoGebra Manual
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: {{Example|1= | : {{Example|1= | ||
− | :* <code>Length[2a,a, 0, 1]</code> gives you | + | :* <code>Length[2a,a, 0, 1]</code> gives you <math>\sqrt{3}</math>.}} |
; Length[Curve, Number t1, Number t2]: Calculates the length of a curve from point x=''t1'' to point x=''t2''. | ; Length[Curve, Number t1, Number t2]: Calculates the length of a curve from point x=''t1'' to point x=''t2''. | ||
; Length[Curve, Variable a, Number t1, Number t2]: Calculates the length of a curve from point a=''t1'' to point a=''t2''. | ; Length[Curve, Variable a, Number t1, Number t2]: Calculates the length of a curve from point a=''t1'' to point a=''t2''. |
Revision as of 14:01, 10 August 2011
- Length[Vector]
- Yields the length of the vector.
- Length[Point A]
- Yields the length of the position vector of the given point .
- Length[Function, Number x1, Number x2]
- Yields the length of the function graph in the interval [x1, x2].
- Length[Function, Point A, Point B]
- Yields the length of the function graph between the two points A and B.
- Note: If the given points do not lie on the function graph, their x‐coordinates are used to determine the interval.
- Length[Curve, Number t1, Number t2]
- Yields the length of the curve between the parameter values t1 and t2.
- Length[Curve c, Point A, Point B]
- Yields the length of curve c between two points A and B that lie on the curve.
- Length[List]
- Yields the length of the list, which is the number of elements in the list.
- Length[Text]
- Yields the number of characters in the text.
- Length[Locus]
- Returns the number of points that the given locus is made up of. Use Perimeter[Locus] to get the length of the locus itself.
Note: See also Distance or Length tool.
CAS Syntax
- Length[Function, Number t1, Number t2]
- Calculates the length of a function graph from point x=t1 to point x=t2.
- Length[Function, Variable a, Number t1, Number t2]
- Calculates the length of a function graph from point a=t1 to point a=t2.
- Example:
Length[2a,a, 0, 1]
gives you \sqrt{3}.
- Length[Curve, Number t1, Number t2]
- Calculates the length of a curve from point x=t1 to point x=t2.
- Length[Curve, Variable a, Number t1, Number t2]
- Calculates the length of a curve from point a=t1 to point a=t2.