- About the Initiative
- Topical Index of Curriculum Units
- View Topical Index of Curriculum Units
- Search Curricular Resources
- View Volumes of Curriculum Units from National Seminars
- Find Curriculum Units Written in Seminars Led by Yale Faculty
- Find Curriculum Units Written by Teachers in National Seminars
- Browse Curriculum Units Developed in Teachers Institutes
- On Common Ground
- League of Institutes
- Video Programs
Have a suggestion to improve this page?
To leave a general comment about our Web site, please click here
If you are looking for a way to incorporate symmetry into your curriculum, and math into art class, then this unit may provide the opportunity you are looking for. This unit is designed for middle school students, preferably eighth grade. It focuses on symmetry and the transformations of designs. It starts with introducing symmetry including the transformation of reflection, rotation, translation and the less well-known transformation of glide reflection. We will also take a look at frieze patterns (a repeating decorative pattern commonly seen around the tops of older buildings) and try creating our own geometric pattern.
Students will be able to recognize and describe symmetries of designs by finding center of rotation and axes of symmetry. Then they will make their own design with one or more specified symmetries. They will be expected to perform reflections, translations, and rotations to create a frieze pattern of their own. They will incorporate their frieze pattern into an art project where they will look at art work by Shepard Fairey (a contemporary artist) and use him as inspiration for their own art piece. This unit contains the most important concepts stressed in transformation and symmetries for an eighth grade class.
(Developed for Pre-Algebra, grade 8; recommended for Pre-Algebra, grade 8)
- Sheila Marie Neville (Bowen Environmental Studies Team, Chicago, IL)
Subject taught: Geometry, Grade: 10
I must say congradulation. I have been teaching students for some years how to find the symmetry and how to make designs using symmetry. My students work have turned into works of art.
I did not know that I need Yale for this.