Geometry and Spatial Logic · Geometry and Measurement

Geometric Construction

Using a compass and protractor to create precise bisectors and triangles.

Key Questions

  1. 1Why is precision in construction critical for proving geometric theorems?
  2. 2How can we locate a point that is equidistant from multiple boundaries?
  3. 3What limits do our physical tools place on our ability to represent perfect geometric forms?

MOE Syllabus Outcomes

MOE: Geometrical Constructions - S1MOE: Geometry and Measurement - S1
Level: Secondary 1
Subject: Mathematics
Unit: Geometry and Spatial Logic
Period: Geometry and Measurement

Suggested Methodologies

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