The vertex of a right triangle is one of the three points where the sides of the triangle meet. In a right triangle, two of these vertices form the right angle. This specific vertex is particularly important because it helps define the triangle’s unique properties, including its area and side lengths. The third vertex, located opposite the hypotenuse, connects to the other two vertices through the sides of the triangle.
In summary, a right triangle has three vertices, with one vertex being the right angle, while the other two vertices are the endpoints of the legs that form the right angle. Understanding the vertices is crucial for solving various geometric problems related to right triangles.