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Fast-track heuristic for proving tangent, chord, and cyclic quadrilateral theorems without getting lost in circular reasoning.
Geometry theorems in SEE Compulsory Math carry 4 or 5 marks. The secret to fast proofs is identifying arc relationships first.
Whenever you see inscribed angles or central angles, highlight the intercepted arc. If two angles subtend the exact same arc, they are either equal (inscribed) or in a 2:1 ratio (central to inscribed). This eliminates 80% of scratch work.
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