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Reflecting about Planes
Author:
Tim Brzezinski
Topic:
Geometry
,
Planes
,
Reflection
,
Geometric Transformations
Quick Links:
Reflecting about Planes: Introduction
Reflecting about x = 0
Reflecting about y = 0
Reflecting about z = 0
Reflecting about y = x
Reflecting about z = x
Reflecting about z = y
GeoGebra Book containing all of the above in one volume
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alg2_05_05_04_applet_exp_fxn_flvs
Lorenz Attractor: Multiple particles
Droste effect
Quiz: Finding Average Rate of Change
Chaotic behaviour
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Math journal 3
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Constructing a copy segment
SackurTetrode [under development]
Transformation of Functions a•f(b(x-c))+d
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Derivative
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