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4.1 - Proving Triangles Congruent: Multi-Step Transformations
Auteur :
Shawn Remy
,
Tim Brzezinski
Thème :
Angles
,
Congruence
,
Géometrie
,
Symétrie
,
Rotation
,
Transformations Géométriques
,
Translation
,
Triangles
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Use any one (or more) transformation(s) to prove the colored triangle is congruent to the outlined triangle.
GeoGebra
Nouvelles ressources
What Do You See?
רישום חופשי
Pythagorean Template: Integer Legs
Linear Equation Graphs: Thin Slice
Slope Illustrator (2)
Découvrir des ressources
#3 Label zeroes, vertex and y intercept
TEXTECURVE
H Linear EQ's (SoE)
Quadrilateral - Diagonals and Midpoints
square
Découvrir des Thèmes
Loi de Poisson
Fonctions définies par Morceaux
Courbes Paramétriques
Ellipse
Aire