Math
Math
General Overview
Mathematics Vision for Stamford Public Schools
All SPS students will participate in a rigorous, standards-based mathematics program and will be prepared for college-level mathematics coursework and competition in the global workforce.
Guiding Principles
- Higher-level mathematics for everyone
- Learning mathematics by doing mathematics
- Student-centered teaching and learning
- Systematic, on-going job-embedded learning opportunities for teachers
- High Quality Mathematics Learning and Instruction
Teachers will:
- Project a belief that all students can successfully achieve in mathematics
- Acknowledge divergent ideas of and multiple perspectives by students
- Shift from a traditional approach to mathematics to a more student-centered approach
- Receive ongoing, embedded content and instructional professional development
- Identify and emphasize interdisciplinary connections
- Provide assessment of and assessment for student learning
- Infuse instructional technology to enhance instruction and learning
Students will:
- Learn by doing through the use of manipulatives, interactive technology or other mathematics tools in the classroom
- Work both individually and collaboratively with a partner or in a group
- Be engaged in and actively do mathematics
- Maintain mathematics journals
- Be independent learners and thinkers
- Use technology for learning
Traditional vs. Student-Centered Teaching and Learning of Mathematics
Traditional Math Instruction |
Student-Centered Math Instruction |
---|---|
Students work individually |
Students work in pairs and groups as well as individually |
Students discuss only the answer to the problem |
Students discuss mathematical ideas and processes to understand the “how” and “why” of mathematics |
Students are shown one way to solve a problem (the algorithm) |
Students use a variety of materials to develop their own mathematical understanding |
Math problems and examples do not always relate to the real world or to the way students think about mathematics |
There is a focus on making sense of the math and how it applies to real world situations |
Procedural knowledge is emphasized |
There is a balance between procedural and conceptual knowledge |
Teacher leads, directs, or dictates |
Teacher facilitates and guides |
Some students are “good” at math and others just are not |
All students are capable of succeeding in mathematics |