dividers
point defined in relation to the the division of a given geometic object in a given ratio or metric
f Divider() ...
factory function returns instance of a class representing a point in space defined in relation to its division of a given geometic object in a given ratio or metric
- constructors:
- Divider ([p1a,p1b,p1c,p1d],[p2a,p2a,p2b,p2c] )
- point equalizing cross ratio of second 3 point list to first 4 point list
- calls: class CrossPoint([p1a,p1b,p1c,p1d],[p2a,p2a,p2b,p2c])
- Divider (circle, <angle = numeric> )
- point on circle circumference rotated by the given angle
- calls: class CircumPoint(circle, <angle = numeric>)
- Divider (point1, point2, point3 )
- point that is harmonic conjugate of 1st given point with respect to succeeding given 2 points
- calls: class Harmonic(point1, point2, point3)
- Divider (line, ratio=<numeric> )
- point dividing the given line segment in the given ratio
- calls: class LineDivider(line, ratio=<numeric>)
- Divider (line, point1, point2 )
- Divider (line1,line2 )
- point of given line dividing it so the segment equals distance between given 2 points <or 2nd given line segments endpoints>.
- calls: class LineCut(line, point1, point2line1,line2)
See the source for more information.