The incircle of a triangle is that circle which just touches all three sides of the triangle. Figure 1 shows the incircle for a triangle. It is easy to see that the center of the incircle (incenter) is at the point where the angle bisectors of the triangle meet. In this note we refer to a right triangle in which all three sides are relatively prime as
Abstract. The envelope of the Droz-Farny lines of a triangle is determined to be the inconic with fo...
summary:The goal of the article is to point out the concept of the escribed circle of the triangle w...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
Knowledge about Plane Geometry and TrianglesThe circumcircle of a triangle is the unique circle dete...
Knowledge about Plane Geometry and TrianglesThe circumcircle of a triangle is the unique circle dete...
Knowledge about plane geometry and trianglesThe angle bisectors of a triangle ABC meet in a single p...
In Figure 1 we see a right-angled 3-4-5 triangle ABC in which AB = 3, BC = 4 and AC = 5. The incircl...
Japanese mathematics flourished during Edo period 1603-1867 and was depicted on wooden tablets calle...
This paper discusses basic properties of incircles in triangles and quadrangles. In particular, it w...
Abstract. We give necesssary and sufficient conditions for the existence of poris-tic triangles with...
Knowledge about Plane Geometry and TrianglesThe perpendicular bisectors of the sides of a triangle i...
In this article, I provide a relation connecting the lengths of the tangents from the vertices of a ...
This paper proves several theorems involving how special points of a triangle trace circles as one o...
Introduction Right triangles with integer side lengths are one of the earliest traces of human inte...
The bachelor thesis Significant points in a triangle summarizes the basic points of a triangle and t...
Abstract. The envelope of the Droz-Farny lines of a triangle is determined to be the inconic with fo...
summary:The goal of the article is to point out the concept of the escribed circle of the triangle w...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
Knowledge about Plane Geometry and TrianglesThe circumcircle of a triangle is the unique circle dete...
Knowledge about Plane Geometry and TrianglesThe circumcircle of a triangle is the unique circle dete...
Knowledge about plane geometry and trianglesThe angle bisectors of a triangle ABC meet in a single p...
In Figure 1 we see a right-angled 3-4-5 triangle ABC in which AB = 3, BC = 4 and AC = 5. The incircl...
Japanese mathematics flourished during Edo period 1603-1867 and was depicted on wooden tablets calle...
This paper discusses basic properties of incircles in triangles and quadrangles. In particular, it w...
Abstract. We give necesssary and sufficient conditions for the existence of poris-tic triangles with...
Knowledge about Plane Geometry and TrianglesThe perpendicular bisectors of the sides of a triangle i...
In this article, I provide a relation connecting the lengths of the tangents from the vertices of a ...
This paper proves several theorems involving how special points of a triangle trace circles as one o...
Introduction Right triangles with integer side lengths are one of the earliest traces of human inte...
The bachelor thesis Significant points in a triangle summarizes the basic points of a triangle and t...
Abstract. The envelope of the Droz-Farny lines of a triangle is determined to be the inconic with fo...
summary:The goal of the article is to point out the concept of the escribed circle of the triangle w...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...