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RT.Geometry
- RT.Geometry
  - ArcD
  - BoundingBoxD
  - CircleD
  - EdgeD
  - GeomUt
  - Intersect
  - PointD
    - PointD(x, y)
    - PointD(angle)
    - PointD(pointF)
    - CrossZ(other)
    - DecomposeAlong(vector, lenAlong, lenNormal)
    - Deconstruct(x, y)
    - Distance(other)
    - Dot(other)
    - Equals(obj)
    - Equals(other)
    - GetHashCode()
    - LengthProjectedOnto(vector)
    - LengthProjectedOnto(angle)
    - ProjectedOnto(vector)
    - RecomposeVector(lenAlong, lenNormal)
    - Reflected(axis1, axis2)
    - Rotate(angle)
    - Rotate(angle, about)
    - Rotate90()
    - Rotated(angle)
    - RotateDeg(angle)
    - RotateDeg(angle, about)
    - RotateNeg90()
    - ToPointF()
    - ToString()
    - operator+(one, other)
    - operator/(vector, scalar)
    - operator==(one, other)
    - operator!=(one, other)
    - operator*(scalar, vector)
    - operator*(vector, scalar)
    - operator-(left, right)
    - operator-(vector)
    - Angle
    - Length
    - Normalized
    - ReflectedAboutXAxis
    - ReflectedAboutYAxis
    - SquareLength
    - X
    - Y
  - PolygonD
  - RectangleD
  - SvgArc
  - SvgPath
  - SvgPiece
  - SvgPieceType
  - TriangleD
  - Triangulate
  - VoronoiDiagram
  - VoronoiDiagramFlags
RT.CommandLine
RT.Json
RT.Lingo.Base
RT.PostBuild
RT.Serialization
RT.Serialization.Binary
RT.Serialization.Json
RT.Serialization.Xml
RT.Util.Core

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Method: PointD RotateDeg(double)

Declared in: RT.Geometry.PointD

Declaration

public PointD RotateDeg(
    double angle
)

Summary

Rotates the current point by the specified angle about the origin.

Parameters

double

angle

The angle in degrees.

Returns

The rotated point.

Remarks

If the coordinate system is mathy (positive Y goes up), the rotation is counter-clockwise. If the coordinate system is computery (positive Y goes down), the rotation is clockwise.