Math

Program Overview

WeDo’s Mathematics Program is designed to build strong conceptual understanding, logical reasoning, and problem-solving skills for K–12 students. Through structured and progressive online learning, students develop confidence in mathematical thinking and the ability to apply mathematics accurately and flexibly across academic and real-world contexts.

What Students Learn

Students develop core mathematical capabilities through:

  • Strong number sense and operational fluency

  • Logical reasoning and mathematical problem-solving

  • Conceptual understanding across key curriculum strands

  • Clear mathematical communication and representation

Program Structure

Our Mathematics program follows a structured learning pathway that grows with students:

  • Foundations – building number sense, basic operations, and confidence

  • Development – strengthening concepts, strategies, and multi-step problem solving

  • Application – applying mathematics to unfamiliar problems and real-life contexts

  • Extension – advanced reasoning, abstraction, and challenge-based tasks

How Learning Happens

Mathematics learning at WeDo is delivered through:

  • Live online classes led by experienced mathematics teachers

  • Small-group learning with guided explanation and targeted practice

  • Step-by-step instruction combined with problem-solving discussion

  • Curriculum-aligned materials adapted to different ability levels

Who This Program Is For

For Students & Families

  • Students who need structured mathematics learning beyond homework support

  • Learners seeking to strengthen understanding, accuracy, and confidence

For Schools

  • Schools seeking curriculum-aligned mathematics support programs

  • Partnership delivery integrated into timetables or enrichment models

Pathway & Integration

The Math Program supports long-term academic development and integrates naturally with WeDo’s multidisciplinary learning, school partnerships, and global pathway programs. It prepares students for higher-level mathematics, cross-subject applications, and future academic transitions.

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