CO-A1a: Point/Lines/Planes: I know precise definition of
... SRT-B5a: Proving Triangles Congruent: I can use congruence criteria for triangles to solve problems and to prove relationships in geometric figures. SRT-B5b: Advanced Triangle Congruence: I can use congruence criteria for triangles to solve complex problems and to prove relationships in geometric f ...
... SRT-B5a: Proving Triangles Congruent: I can use congruence criteria for triangles to solve problems and to prove relationships in geometric figures. SRT-B5b: Advanced Triangle Congruence: I can use congruence criteria for triangles to solve complex problems and to prove relationships in geometric f ...
Lesson
... • Preimage – a figure before it is moved • Image – a figure after it has been moved • Congruence transformation – a rigid transformation that main the figures size and shape • Isometry – a rigid transformation • Reflection – a flip, reflects the figure over a line of reflection • Translation – a sli ...
... • Preimage – a figure before it is moved • Image – a figure after it has been moved • Congruence transformation – a rigid transformation that main the figures size and shape • Isometry – a rigid transformation • Reflection – a flip, reflects the figure over a line of reflection • Translation – a sli ...
Geometric Transformations Sequence
... 2. An analytic approach to geometric transformations in a coordinate system is introduced after students are familiar with coordinates. a) Geometric transformations studied without coordinates are reviewed and interpreted in a coordinate system. All previously introduced properties are interpre ...
... 2. An analytic approach to geometric transformations in a coordinate system is introduced after students are familiar with coordinates. a) Geometric transformations studied without coordinates are reviewed and interpreted in a coordinate system. All previously introduced properties are interpre ...
Geometry Unit 2 Overview Sheet Basic Definitions and Rigid Motion
... inputs and give other points as outputs. Compare transformations that preserve distance and angle to those that do not (e.g., translation versus horizontal stretch). I can represent transformations in a plane. I can describe transformations as functions. I can compare transformations that preserve d ...
... inputs and give other points as outputs. Compare transformations that preserve distance and angle to those that do not (e.g., translation versus horizontal stretch). I can represent transformations in a plane. I can describe transformations as functions. I can compare transformations that preserve d ...
Butterflies, Pinwheels, and Wallpaper Ubd
... In this investigation, scholars will explore rigid motion transformations, or transformations that preserve shape. Scholars will review their understanding of mirror or line symmetry and develop the definition of line reflection transformations. They will learn to test for and create such symmetries ...
... In this investigation, scholars will explore rigid motion transformations, or transformations that preserve shape. Scholars will review their understanding of mirror or line symmetry and develop the definition of line reflection transformations. They will learn to test for and create such symmetries ...
5 The hyperbolic plane
... is a Möbius transformation z 7→ (az + b)/(cz + d). Proof: By using a Möbius transformation we can assume that f (∞) = ∞ and then the previous theorem tells us that f (z) = az + b. ...
... is a Möbius transformation z 7→ (az + b)/(cz + d). Proof: By using a Möbius transformation we can assume that f (∞) = ∞ and then the previous theorem tells us that f (z) = az + b. ...
