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GRE Geometry Vibedu CounsellingBook Free Counselling

GRE Geometry

Lines and angles, triangles, quadrilaterals, circles, polygons, three-dimensional solids and coordinate geometry. No trigonometry, no proofs, and one rule that undoes more candidates than any theorem: figures are not necessarily drawn to scale.

Figures are not drawn to scale

A GRE diagram shows the configuration, not the measurements. An angle that looks like a right angle is not one unless it is marked or stated, and two sides that look equal are not equal unless told. Coordinate-geometry figures are the exception — those are drawn to scale unless stated otherwise.

  • Redraw the figure to an extreme: make the angle very wide, then very narrow.
  • If the relationship changes between your two drawings, the answer is "cannot be determined".
  • Mark every given on your own sketch before reasoning.

The facts worth having cold

  • Triangles. Angles sum to 180°. Any side is less than the sum and more than the difference of the other two.
  • Right triangles. Pythagoras, plus the 3-4-5, 5-12-13, 30-60-90 and 45-45-90 ratios — the last two remove any need for trigonometry.
  • Circles. Circumference 2πr, area πr². An inscribed angle is half the central angle on the same arc.
  • Polygons. Interior angles sum to (n − 2) × 180°.
  • Coordinates. Slope as rise over run; distance by Pythagoras on the differences.

A great many GRE geometry questions are solved by finding a right triangle inside the figure. Looking for one before reaching for anything else is a reliable first move.

Geometry — FAQs

2 questions

No. The special right-triangle ratios cover everything trigonometry would be needed for.

Only for the configuration. Lengths and angles are not reliable unless marked or stated — except in coordinate geometry.

More quantitative question types

Sources

Written from the test board's own published material and checked on 1 October 2026.

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