Three dimensions

Autor:Christina Bulen, Simon Gregg1

Most of the points are just on a flat 2D surface. To come out of that, into three dimensions, you need a third number, like the point (3, 4, 5). Try putting in your own point with three small numbers.

Neue Materialien

Squares Question
What Do You See?
GeoGebra 3D Modeling Workshop (March 8 2024)
挂谷问题——三尖瓣形
Pythagorean Theorem: Extension Exercises

Entdecke Materialien

Geometry Constructions
Parabola and locus of point P
Isosceles Triangle
Factoring Area Model
Slope and y-intercept (with hints)

Entdecke weitere Themen

Gleichseitige Dreiecke
Parallelverschiebung oder Translation
Geraden
Baumdiagramme
Konstruktionen