contestada

An orthocenter is the intersection of three

O angle bisectors in a triangle.
O altitudes in a triangle.
O medians in a triangle.
O perpendicular bisectors in a triangle.

Respuesta :

Answer:

the answer is altitudes in a triangle

Step-by-step explanation:

an altitude has a lines that will go up down left or right and it will be the intersection of everything

akposevictor

The orthocenter can be defined as the intersection of three: B. altitudes in a triangle.

Referring to the image attached below, note the following:

  • The image shows a triangle ABC.
  • It has three vertices labelled A, B, and C.
  • The altitudes are AD, CF, and BE.
  • The three altitudes, AD, CF, and BE all intersect at point G.
  • Point G is the orthocenter of triangle ABC

As you can see from the image attached, three altitudes intersect at a point to form an orthocenter.

Therefore, the orthocenter can be defined as the intersection of three: B. altitudes in a triangle.

Learn more here:

https://brainly.com/question/13869833

Ver imagen akposevictor

Otras preguntas