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Our math vision through the lens of the HTH design principles:  Equity, Collaborative Design, Personalization, & Authentic Work

Diverse, Untracked

Classrooms

All students K-12 are randomly grouped into classes resulting in a unique opportunity to engage multiple perspectives in collaborative work.

 

In addition, all students have access to, and are supported in the exploration of intriguing and challenging 

mathematics!

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Equity in practice at High Tech High

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  • All voices are heard and valued

  • The classroom structures are set up so that students see value in each other’s thinking

  • Problems are discussion worthy and the focus is on understanding and making sense of the mathematical concepts (not just the right answer)

  • We recognize that being mathematically “smart” means:

    • Asking questions

    • Making connections and identifying patterns

    • Predicting and making conjectures

    • Representing ideas visually

    • Experimenting with new approaches

    • Collaborating to help ourselves and others develop ideas

    • Being a skeptic

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Collaborative Design in practice at High Tech High​

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  • Use instruction to build a classroom based on collaborative learning as opposed to competition, where students see and value each other as resources

  • Students co-construct mathematical knowledge together

  • Teachers collaborate with colleagues and students to plan lessons and anticipate student thinking 

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Personalization in practice at High Tech High

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  • Student ideas and problem solving strategies are the foundation for daily mathematical discussion

  • Students reflect on their learning regularly and set goals for themselves

  • Teachers confer with students to build relationships and support students in their goal setting

  • Feedback focuses on strengths and areas for growth â€‹

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Authentic Work in practice at High Tech High

  • Students do the work of mathematicians:

    • They problem solve

    • Justify their reasoning to others

    • Communicate their ideas

    • Listen to and skepticize each other’s mathematical ideas

    • Compare different ways to solve a problem

    • Discuss big mathematical concepts 

    • Reason quantitatively and abstractly

    • Apply mathematical reasoning to problems and patterns in the world around them

    • Publicly present their thinking

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