• K-12 Math Philosophy
     
     
    We believe:
    • equity in mathematics education requires high expectations and strong support in a student-centered, differentiated environment;
    • all students should be provided a curriculum which is coherent, well articulated, and integrates real-world mathematical situations
    • all students learn mathematics best by actively building new knowledge from prior mathematical experiences;
    • mathematics should be integrated into other subject areas;students learn mathematics through the use of critical reasoning and higher level thinking skills;
    • students should be assessed using methods that contain various Webb’s Depth of Knowledge levels
    • assessment methods should measure the learning of important mathematical concepts and furnish useful information to teachers, students, and families;
    • technology is an essential tool in teaching and learning mathematics;
    • students should develop an appreciation of mathematics;    
    • communicating and speaking mathematically is essential for all learners; and
    • effective communication with families is beneficial for all learners.

     

    Best practices guide us to:
    • promote the use of critical thinking skills through the use of questioning and authentic real-world tasks;
    • encourage the use of multiple problem solving strategies;
    • develop a community of learners that fosters student participation and discourse;
    • provide flexible, differentiated and balanced instruction that is student centered and teacher facilitated;
    • provide differentiated classroom instruction using a variety of teaching methods and interventions;
    • utilize appropriate resources and technology to enhance and support student learning;
    • provide clear and challenging goals with effective feedback;
    • use a variety of assessments to determine student progress and inform instructional practices;
    • provide students with opportunities for self assessment and reflection;
    • provide opportunities for students to develop concepts or procedures to a high level of mathematical fluency;
    • model and encourage the use of appropriate vocabulary to communicate mathematical ideas; and
    • provide appropriate accommodations and modifications for students with special education needs.