Each fold in the paper shows a line of symmetry. When folded on a line of symmetry, the parts of the shape match exactly.
  1. Look for other lines of symmetry. How many lines of symmetry are in Professor Peabody's snowflake?

Cut out the shapes on the Line Symmetry of Power Polygons™ page in the Student Activity Book. Use the following questions to explore lines of symmetry.

  1. How many lines of symmetry are in a square? Fold Polygon A.
  2. How many lines of symmetry are in a regular triangle? Fold Polygon I.
  3. How many lines of symmetry are in a rhombus? Fold Polygon G.
  4. Find the lines of symmetry for the other Power Polygons™.
  5. Sort the Polygons A–O into groups by the number of lines of symmetry. Tape the shapes to a sheet of paper. Label each group.
  6. Look at the polygons grouped by lines of symmetry.
    1. Do all triangles have lines of symmetry?
    2. Describe the triangles that have three lines of symmetry.
    3. Describe the shapes that have one line of symmetry.
    4. Polygon C, the blue rectangle, has two lines of symmetry. Do you think all rectangles have at least two lines of symmetry? Why or why not?