A symmetric tree has decorative lines of equal slope, and of lengths 11 and 13. What is the area ratio of green to red to brown?
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A symmetric tree has decorative lines of equal slope, and of lengths 11 and 13. What is the area ratio of green to red to brown?
Three congruent rectangles inscribed in a triangle. What fraction is brown?
Two squares inside a square share a vertex. What’s the angle α?
One side of a regular pentagon is folded back and forth as shown. Are the six red line segments congruent?
A semicircle inscribed in a quarter circle. What fraction is yellow?
Two semicircles with their centres. What’s the angle α?
The blue square blades are twice as long as the red triangle sides. What is the ratio of red to yellow areas?
Two congruent squares share a vertex. What fraction is yellow?
What is the ratio of areas, purple/green, when the orange octagon is regular (all angles equal)?
What is the sum of the angles at the blue vertices of this 11-gon?