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Summary Grade 11 Circle Geometry: The "Hidden Center" Guide (Theorems 1A & 1B)

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Don't just memorize theorems—understand them. This visual guide is designed for Grade 11 students who want to master Category 1 of Euclidean Geometry. ​What's included: ​Deep-Dive Explanations: "What does this actually mean?" sections that simplify complex geometry rules into plain English. ​Visual Logic: Dedicated diagrams for both Theorem 1A and its converse (1B), showing you exactly what to look for in a diagram. ​The Pythagoras Link: Learn how to use these theorems to set up calculations for unknown lengths. ​CAPS-Ready Reasons: The exact wording needed for full marks in your South African Math exams. ​Step-by-Step Practice: Targeted questions to test your understanding of center-to-chord relationships.

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CIRCLE GEOMETRY: CATEGORY 1
Center-to-Chord Theorems (1A & 1B)




Theorem 1A: The Perpendicular Bisector

Statement: The line drawn from the center of a circle perpendicular to a chord
bisects the chord.

Exam Reason: line from centre ⊥ to chord



What does this actually mean?

If you see a line coming from the center O and it hits a chord at a 90° angle,
you can immediately assume that the line has cut the chord exactly in half.
You don't need to prove it; the 90° square is your "permission slip" to mark
both sides as equal.




Diagram for 1A




O




M




The 90° angle forces the
blue segments to be equal.

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