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The Edu Experience Curriculum

Primary School Mathematics Tuition Curriculum

Primary 1-2 Math:
Mathematics in the world around us

Our mathematics curriculum for lower primary centres around helping our young learners identify and appreciate how mathematics is all around us.

Students learn through:

  • Fun and interactive lessons to help students identify and appreciate how mathematics plays a part in our daily lives
  • Worksheets which relate mathematical concepts to real life and develop basic numeracy skills
  • Introduction to Mathematical Reasoning (foundation for developing problem-solving heuristics and strategies)
  • Math-specific language tips to help students understand word problems
  • Monthly tests to identify learning needs

Primary 3-4 Math:
Mathematical problem solving

Building on the foundation established in lower primary, the P3 & P4 mathematics curriculum moves deeper into mathematical application and problem-solving skills.

Students learn through:

  • Fun and interactive lessons to help students apply mathematical concepts in real life
  • Worksheets which introduce students to increasingly complex word problems
  • Mathematical heuristics to analyse complex word problems
  • Problem solving techniques and strategies based on Polya’s 4-step approach
  • Monthly tests to identify learning needs

Primary 3-4 Math:
Mathematical problem solving

Building on the foundation established in lower primary, the P3 & P4 mathematics curriculum moves deeper into mathematical application and problem-solving skills.

Students learn through:

  • Fun and interactive lessons to help students apply mathematical concepts in real life
  • Worksheets which introduce students to increasingly complex word problems
  • Mathematical heuristics to analyse complex word problems
  • Problem solving techniques and strategies based on Polya’s 4-step approach
  • Monthly tests to identify learning needs

Primary 5-6 Math:
Strategies for excellence in Math

The runway to PSLE excellence focuses on teaching students to approach problems creatively and exposing students to a variety of different questions.

Students learn through:

  • PSLE-format practices and timed-trials for revision
  • Higher-order problem-solving strategies such as metacognitive problem-solving
  • Exam-specific strategies and answering techniques that target specific question types
  • Exam self-management strategies like error-checking and time-budgeting
  • Guided practice in unconventional problems and exposure to a wide variety of different questions
  • Exam-specific knowledge like paper format changes
  • Monthly tests to identify learning needs

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