Three squares and a red quadrilateral. What is the red area?
Tumbling down
Three squares and a red quadrilateral. What is the red area?
Three squares and three angles. What is the angle α?
Four squares are placed as shown. Prove that the green quadrilateral is a parallelogram.
A regular pentagon and two squares. Prove that the four purple vertices are concyclic.
Two squares, one of which has an extended side. Prove that the three red vertices are collinear.
A square with two line segments. What’s the angle α?
Two squares, one of which has an extended side. What is orange : purple?
A square, a triangle and a semicircle. The square and the triangle have equal areas. Prove that the triangle incentre is on the square side.
Two squares and an extended side. What’s the angle α?
Three squares and two diagonals. What is orange : blue?
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