Math Instructional Priorities Quiz Logo
  • Math Instructional Priorities Quiz

    Choose the option that represents what you see on a "normal" school day.
  • Core Action 1: Students engage in grade-level work that reflects Focus, Coherence, and Rigor.

  • Core Action 2: Students actively learn through instructional practices that support understanding.

  • Core Action 3: Students engage with mathematical practices to deepen their learning.

  • Your results indicate the following area(s) for opportunities on the Core Actions.

    Based on these results, choose the HIGHEST Core Action to decide your Instructional Priorities.
  • Core Action 1 is your highest area of impact!

  • Focus on supporting teachers to plan, execute and reflect on the following Core Action 1 Instructional Priorities:


    Focus on Grade-Level Content and Rigor 

    • Ensure students are consistently working on grade-level problems aligned to the major work of the grade.
    • Design lessons and tasks that intentionally address conceptual understanding, procedural fluency, and application.
  • Core Action 2 is your highest area for impact! 

  • Focus on supporting the following Core Action 2 Instructional Priorities:

    Facilitate Deep Understanding Through Problem Solving

    • Use models, multiple representations, and varied solution methods to build students’ understanding of mathematical concepts.
    • Provide frequent opportunities for students to make connections between mathematical ideas and share their thinking with others.
  • Core Action 3 is your highest area for impact!

  • Focus on supporting the following Core Action 3 Instructional Priorities:

    Cultivate Reasoning and Justification Skills

    • Design tasks that allow students to persevere through challenging problems and justify their thinking using mathematical evidence and precise vocabulary.
    • Guide students to articulate their reasoning clearly in both written and oral formats.

    or

    Promote Collaboration and Discourse

    • Encourage students to engage in discussions where they ask questions, critique each other’s reasoning, and build on one another’s ideas.
    • Support students in using precise mathematical language and concepts as they explain and refine their understanding.
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