Graph Of Three Perpendicular Lines
Distance Between Two Points.
Line In Space (Two Point Method).
Line In Space (Direction Angle Method).
Direction Angles Of An Axis.
Parallel Movement Transformation.
Rotation Of A Point About An Axis.
The Distance Between Two Points Is A Straight Line.
m[1] Is The Distance Point 3 Moves From Point 1 Towards Point 2.
Direction Angles Of A Segment.
Alpha, Beta, Gamma, Are The Direction Angles In Radians.
An Axis Is A Line That Intersects The Center Of The Coordinate System.
m[1] Is The Distance Point 3 Moves From Point 1 In The Direction Away From Point 1.
Parallel Movement Transformation Can Move A Set Of Points In The Same Direction And At The Same Distance.
Rotation Of A Point About And Axis. Theta Is The Rotation Angle In Radians. Alpha, Beta, Gamma Are The Direction Angles In Radians Of The Axis. Point 4 Is The Point To Be Rotated. Point 5 Is Point 4 After Rotation.
Rotation About The X Axis
Rotates A Point About The Coordinate System X Axis
Rotation About The Y Axis
Rotates A Point About The Coordinate System Y Axis
Rotation About The Z Axis
Rotates A Point About The Coordinate System Z Axis
Default Perpendicular Segment Of A Segment Using Rotation About The X Axis And Parallel Movement Transformation.
Default Perpendicular Segment Of A Segment Using Rotation About The Y Axis And Parallel Movement Transformation.
Default Perpendicular Segment Of A Segment Using Rotation About The Z Axis And Parallel Movement Transformation.
y[1] y[2]
&&
z[1] z[2]
x[1] x[2]
&&
z[1] z[2]
x[1] x[2]
&&
y[1] y[2]
If y[1] = y[2] && z[1] = z[2]: Choose Rotation About The Y Axis And Rotation About The Z Axis.
If x[1] = x[2] && z[1] = z[2]: Choose Rotation About The X Axis And Rotation About The Z Axis.
If x[1] = x[2] && y[1] = y[2]: Choose Rotation About The X Axis And Rotation About The Y Axis.
Intersecting Segments. (In Plane).
Point 5 Is The Intersection Point
Intersecting Segments. (In Space).
Point 5 Is The Intersection Point