Two squares share a vertex. Each square contains a coloured rectangle with extended side. What’s green : blue? By Matthew Arcus.
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Two squares share a vertex. Each square contains a coloured rectangle with extended side. What’s green : blue? By Matthew Arcus.
A square and an equilateral triangle. What’s the angle α?
Show equality of the green and orange square playing field areas.
Two nested right triangles with their incircles. Two tangency points are shown. Prove that the red and yellow line segments are parallel.
The racer at A is running counter-clockwise around the inside of the outer purple circle, with a “shadow racer” B following behind, related by the three chords that are tangent to the inner orange circle. Does the shadow B ever catch up with A?
Two tangent circles and two green tangents. The three tangency points are shown in black. Prove that the blue line segment is a common tangent.