A square with an extended side. What’s the angle α?
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A square with an extended side. What’s the angle α?
A circle with an inscribed quadrilateral. Prove that ab=cd.
Two circles are tangent to two perpendicular lines and have their centres connected. Prove that the green triangle is right isosceles.
Two overlapping squares and a unit circle. What’s the green overlap area?
Two squares share a vertex. Four other vertices are connected as shown. Prove that the red points are collinear.
A regular hexagon with a diagonal and a right triangle. What fraction is orange?
A quadrilateral with connected side midpoints. What’s blue : red : yellow?
A square containing a square and an equilateral triangle. What fraction is pink?
A quarter circle and a square. What’s the angle α?
A rectangle with four line segments. What’s brown : blue?