Do you help with competition geometry?

Yes — projective geometry, inversion, trig-ceva, and the classic olympiad configurations.

Geometry tutoring

Where math becomes visual — and proof becomes elegant.

Two-column proofs, coordinate geometry, and the classical theorems (Pythagoras, similarity, circle theorems) — plus the competition-math tricks that make hard problems fall out.

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Levels covered

High school Geometry
IGCSE / GCSE Geometry
Competition geometry (AMC/AIME)
College-level Euclidean geometry

Topics we cover

The full geometry syllabus.

Pythagorean theorem

a^2 + b^2 = c^2

Circle theorems

\theta_{\text{center}} = 2\, \theta_{\text{inscribed}}

Similarity & congruence

\triangle ABC \sim \triangle DEF

Trigonometry

\sin^2\theta + \cos^2\theta = 1

Coordinate geometry

d = \sqrt{(x_2-x_1)^2 + (y_2-y_1)^2}

Vectors in geometry

\vec{AB} = \vec{B} - \vec{A}

Sample problem

Power of a point

PA \cdot PB = PC \cdot PD

Two chords intersect at P inside a circle. Prove the products of the segments are equal.

Exam preparation

We prep you for:

Geometry RegentsSAT Math (geometry section)AMC 10/12 geometryGCSE / IGCSEAP Precalculus

FAQ

Geometry tutoring — questions

That's a pattern-recognition skill. We drill classical configurations until you see them instantly.

Geometry

Ready to make geometry click?

Tell us your course and goals. We'll match you with the right tutor and put a first session on the calendar.

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