Add to ORKGsummary:The author presents a solution to a geometric problem concerning two squares inscribed into an equilateral triangle. It deals with finding such a position of the two squares for which the sum of areas is the smallest
AbstractIn [Covering a triangle with triangles, Amer. Math. Monthly 112 (1) (2005) 78; Cover-up, Geo...
Ensino Médio::MatemáticaConstruct external equilateral triangles on the sides of a triangle. The cen...
Abstract. I will investigate which numbers can be written as the sum of two squares and in how many ...
In this article, we offer a geometric solution to a well-known problem which is generally solv...
summary:The article concerns the following problem: Given square $ABCD$ with the side of 1. Find poi...
An elementary, yet evidently previously unnoticed, property of the equilateral triangle is presented...
AbstractLet g(k) be the smallest integer n for which there are n planar points each of which has k o...
Dedicated to the memory of Angela Vasiu (1941-2005) Abstract. By studying the distances of a point t...
AreaThe black central triangle with one angle equal to 60° is called a eutrigon. The areas of equila...
ABC is an equilateral triangle (Figure 1). Points P1, P2, …, P10 are taken on side BC, in that order...
An elementary geometric construction, known as Napoleon’s theorem, produces an equilateral triangle,...
problem on arrangements of coins lying on the equilateral triangle latice Mamoru Watanabe ∗ This is ...
L inkedIn triangles that share a given circle as incircle, which one has the smallest perimeter? rea...
For any two numbers a and b the square of their sum (a+b)² is equal to a² + 2ab + b². You can see a ...
This paper deals with the subject of the first chapter of the second author's book "Mathem...
AbstractIn [Covering a triangle with triangles, Amer. Math. Monthly 112 (1) (2005) 78; Cover-up, Geo...
Ensino Médio::MatemáticaConstruct external equilateral triangles on the sides of a triangle. The cen...
Abstract. I will investigate which numbers can be written as the sum of two squares and in how many ...
In this article, we offer a geometric solution to a well-known problem which is generally solv...
summary:The article concerns the following problem: Given square $ABCD$ with the side of 1. Find poi...
An elementary, yet evidently previously unnoticed, property of the equilateral triangle is presented...
AbstractLet g(k) be the smallest integer n for which there are n planar points each of which has k o...
Dedicated to the memory of Angela Vasiu (1941-2005) Abstract. By studying the distances of a point t...
AreaThe black central triangle with one angle equal to 60° is called a eutrigon. The areas of equila...
ABC is an equilateral triangle (Figure 1). Points P1, P2, …, P10 are taken on side BC, in that order...
An elementary geometric construction, known as Napoleon’s theorem, produces an equilateral triangle,...
problem on arrangements of coins lying on the equilateral triangle latice Mamoru Watanabe ∗ This is ...
L inkedIn triangles that share a given circle as incircle, which one has the smallest perimeter? rea...
For any two numbers a and b the square of their sum (a+b)² is equal to a² + 2ab + b². You can see a ...
This paper deals with the subject of the first chapter of the second author's book "Mathem...
AbstractIn [Covering a triangle with triangles, Amer. Math. Monthly 112 (1) (2005) 78; Cover-up, Geo...
Ensino Médio::MatemáticaConstruct external equilateral triangles on the sides of a triangle. The cen...
Abstract. I will investigate which numbers can be written as the sum of two squares and in how many ...