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Google Classroom
GeoGebra
GeoGebra Classroom
Outline
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
Author:
djewett@hinghamschools.org
Topic:
Geometric Transformations
Simple introduction into how to perform Rotation, Reflection, and Translations in Geogebra.
Table of Contents
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
Next
Translate (glide or slide) the triangle
New Resources
גיליון אלקטרוני להעלאת נתוני בעיה ויצירת גרף בהתאם
רישום חופשי
Continuity at a Point
Nikmati Keunggulan Di Bandar Judi Terpercaya
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Discover Resources
Untitled
Copying a triangle
Geometric Progression
nearest among 4 sites
10.2.3b #942035 option D2
Discover Topics
Matrices
Correlation
Upper and Lower Sum or Riemann Sum
Difference and Slope
Sine
