Four squares and one centre. Prove that the red quadrilateral is a parallelogram.
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Four squares and one centre. Prove that the red quadrilateral is a parallelogram.
One blue and two congruent red squares. The shown point is the red square centre. What is the angle α?
Show that the light blue area is the same as the dark green area.
A square, its diagonal and six smaller squares. What fraction is purple?
Two squares and a circle. What’s the angle α?
A square inside a square. What fraction is pink?
Three squares sharing two vertices. Prove that the three red vertices are collinear.
What is the ratio of orange and green areas? (The orange triangle is 45-45-90)
A square containing another square with an extended side. What is tan(α) in terms of the red and green segment lengths?
What is the ratio of the blue and yellow lines?