Google Classroom
GeoGebra
GeoGebra Classroom
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Opsummering
Transformation Introduction
Transformation Introduction
Transformation Practice
Translating with Vectors
Name the vector
Rotating a point around the origin
Rotate a point around a point that is not the origin
Rotating a segment around a point
Rotating triangles around a point
Unique Transformations
Transformation Introduction
Forfatter
djewett@hinghamschools.org
Emne:
Geometriske flytninger
Simple introduction into how to perform Rotation, Reflection, and Translations in Geogebra.
Indholdsfortegnelse
Transformation Introduction
Translate (glide or slide) the triangle
Reflect Triangle Over a Line
Rotate the triangle 60 degrees clockwise around point C.
Reflect a triangle over axis
Transformation Practice
Transformation Explorations
Translating with Vectors
Translate the triangle using the vector
Translate the triangle using the vector #2
Translate the triangle using the vector #3
Translate the triangle using the vector #4
Name the vector
Name the vector #1
Name the vector #2
Name the vector #3
Name the vector #4
Rotating a point around the origin
Point rotation #1
Point rotation #2
Point rotation #3
Point rotation #4
Point rotation #5
Rotate a point around a point that is not the origin
Point rotation #1a
Point rotation #2a
Point rotation #3a
Rotating a segment around a point
Segment rotation #1
Rotate a segment #2
Rotate a segment #3
Rotating triangles around a point
Rotate the triangle
Rotate the triangle #2
Rotating a shape around the origin #1
Rotating a shape around the origin #2
Unique Transformations
Reflect the triangle
Reflect the triangle 2
Glide Reflection
Glide Reflection 2
Reflection or Rotation
Næste
Translate (glide or slide) the triangle
Nye Materialer
apec
Rotation in Cartesian Plane
Semicircular Cross Sections
רישום חופשי
Equilateral Triangle Cross Sections
Opdag Ressourcer
Hoffman Snowman
The Solo Shapes Project
Atividade 6
Visualisasi Benda Putar
Udforsk emner
Spejling
Trigonometriske funktioner
Division
Cosinus
Vectorer 2D (Todimensionel)
