2D Geometry
path2d
^{}
affine2d
^{}
box2d
^{}
clipper
^{}

path2d_point
Basic math for the cartesian plane
local point = require’path2d_point’
Basic math functions for the cartesian plane. Angles are expressed in degrees, not radians.
point.hypot(a, b) > c
Hypotenuse function: computes sqrt(a^2 + b^2) without underflow / overflow problems.
point.distance(x1, y1, x2, y2) > d
Dstance between two points.
point.distance2(x1, y1, x2, y2) > d2
Distance between two points squared.
point.point_around(cx, cy, r, angle) > x, y
Point at a specified angle on a circle.
point.rotate_point(x, y, cx, cy, angle) > x, y
Eotate point (x,y) around origin (cx,cy) by angle.
point.point_angle(x, y, cx, cy) > angle
Angle between two points in 180..180 degree range.
point.reflect_point(x, y, cx, cy) > x, y
Reflect point through origin (i.e. rotate point 180deg around another point).
point.reflect_point_distance(x, y, cx, cy, length) > x, y
Reflect point through origin at a specified distance.
Last updated:
5 years ago

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