Taking risks (sharing an idea when you’re not sure it’s correct, disagreeing publicly, trying something uncomfortable or challenging, admitting when you don’t know, asking questions to further your own and others’ understanding, struggling productively) strengthens our learning community.
We’re focusing on developing mathematicians, and less on teaching math students in the traditional sense. The following table is adapted from the Number Lab:
School Math (traditional) Outcome = math students | Math as a discipline Outcome = mathematician |
What it looks like for the student: Receives instructions Memorizes large volumes of information, uses algorithms without necessarily having conceptual understanding Sees math as static, as a collection of discrete skills and facts Believes that finding the solution is the most important Looks to make math interesting
| What it looks like for the student: Contributes to math discussion; co-creates math understanding Thinks critically and creatively, works collaboratively, communicates clearly Sees math as a growing body of knowledge to which one can contribute Believes that the learning process as the most important Finds math already interesting
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How do we challenge all students in math? What does differentiation look like?
For any given concept, we allow students to choose their challenge. For example, 7th grade students can explore the concept of equality with problems ranging from a simple equation to multiple equations with two variables. These same types of problems would be given out to all students, and students start with the problem at their self-assessed level and continue to progress to more advanced problems as they explain their reasoning.
14 = x - 2 2x + 7 = 27 4x - 3 = 3x + 6 2(x + 7) = x -(7x +10) y = 3x + 5 and y = 5x +2 |
How will our students be prepared for high school?
Students will have completed Algebra 1 by the time they graduate from SGS. Rather than focusing on challenging our students through acceleration, we challenge our students in applying concepts and explaining their reasoning over completing problems and using formulas. Students carry these reasoning skills into their math classes in high school, along with skills in self-advocacy and collaboration.
The SGS Math Team
Sophie Taylor, 5th Grade Math Teacher
Shannon O’Malley, 6th Grade Math Teacher
Casey Kono, 6th/7th Grade Math Associate Teacher
Jordan Hodge, 7th Grade Math Teacher
Brook Achterhof, 8th Grade Math Teacher
Phelana Pang, Assistant Head of School