Where is the circumcenter of this triangle located? outside the triangle inside the triangle on a side of the triangle at a vertex of the triangle a right triangle is made. the base of the right triangle is horizontal in left direction and the perpendicular of the right triangle is vertical in downward direction. the right angle is marked?

Respuesta :

Circumcenter of a triangle:

The point where the perpendicular bisector of triangle meet is called Circumcenter. From that point we can draw a circle passing through all the three vertices of triangle.That circle is known as circumcircle.

As there are three kinds of Triangle

1. Acute Angled Triangle : Circumcenter lies inside the triangle.

2. Right Angled Triangle : Circumcenter lies on Hypotenuse

3. Obtuse Angled Triangle : Circumcenter lies outside in front of largest Angle

As Given The base of the right triangle is horizontal in left direction and the perpendicular of the right triangle is vertical in downward direction.

The right angle is marked on the point of intersection of  segments, base and altitude.



The point at which right angle is marked are intersection of segments, base and altitude.

Step-by-step explanation:

Perpendicular bisector of a triangle meet at a point, that point is called circumcenter of a triangle. A circle can be drawn from the point passing through all the three vertices of a triangle and that circle is known as circumcircle.

There are three triangles :

In Acute Angled Triangle, Circumcenter lies inside the triangle.

In Right Angled Triangle, Circumcenter lies on Hypotenuse.

In Obtuse Angled Triangle, Circumcenter lies outside in front of largest Angle.

Given that the base of the right triangle is horizontal in left direction and the perpendicular of the right triangle is vertical in downward direction

The point at which right angle is marked are intersection of segments, base and altitude.

For more information, refer the link given below

https://brainly.com/question/14590714?referrer=searchResults