Two concentric circles and three tangent line segments. If the perimeter of triangle ABC is p, what is the red area?
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Two concentric circles and three tangent line segments. If the perimeter of triangle ABC is p, what is the red area?
Two squares are placed partly overlapping, forming eight non-overlap triangles. Two triangles have a pink and two have a yellow perimeter. What is pink : yellow?
A quarter circle of radius 1 with a yellow quadrilateral that has one side tangent to it. What is the perimeter of the quadrilateral?
N coloured rectangular cards are arranged with a common vertex and common angle α between cards. If a single card has perimeter P, what is the perimeter of the coloured region, in terms of N, P, and α?
Extra condition: N and α are such that at least two edges of the bottom card are visible.
A quarter circle of radius 1, a rectangle touching the circle in an arbitrary point and a yellow quadrilateral. What is the minimal perimeter of this quadrilateral?
A triangle containing two congruent squares. Each square has 1/3 the perimeter and 1/6 the area of the triangle. What’s the triangle side length proportion a : b : c?
Three circles with their centres and a triangle ABC. Given that D is the midpoint of BC, prove that quadrilateral ABEF and triangle ECF have both equal perimeter and equal area.
Two overlapping equilateral triangles with side lengths 1. What is the total red length?
A square is divided in two quadrilaterals of given area. What fraction of the square’s perimeter is red?
Two unit squares (having side 1) are placed as shown. What is the total perimeter of the two red triangles?
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