Section A: Rigid Transformations
Lesson 1: Moving in the Plane
Let’s describe ways figures can move in the plane.
Lesson 2: Naming the Moves
Let’s be more precise about describing moves of figures in the plane.
Lesson 3: Grid Moves
Let’s transform some figures on grids.
Lesson 4: Making the Moves
Let’s draw and describe translations, rotations, and reflections.
Lesson 5: Coordinate Moves
Let’s transform some figures and see what happens to the coordinates of points.
Lesson 6: Describing Transformations
Let’s transform some polygons in the coordinate plane.
Section B: Properties of Rigid Transformations
Lesson 7: No Bending or Stretching
Let’s compare measurements before and after translations, rotations, and reflections.
Lesson 8: Rotation Patterns
Let’s rotate figures in a plane.
Lesson 9: Moves in Parallel
Let’s transform some lines.
Lesson 10: Composing Figures
Let’s use reasoning about rigid transformations to find measurements without measuring.
Section C: Congruence
Lesson 11: What Is the Same?
Let’s decide whether shapes are the same.
Lesson 12: Congruent Polygons
Let’s decide if two figures are congruent.
Lesson 13: Congruence
Let’s find ways to test congruence of interesting figures.
Section D: Angles in a Triangle
Lesson 14: Alternate Interior Angles
Let’s explore why some angles are always equal.
Lesson 15: Adding the Angles in a Triangle
Let’s explore angles in triangles.
Lesson 16: Parallel Lines and the Angles in a Triangle
Let’s see why the angles in a triangle add to 180 degrees.
Section E: Let’s Put It to Work
Lesson 17: Rotate and Tessellate
Let’s make complex patterns using transformations.