an orthocenter is the intersection of three\nangle bisectors in a triangle.\naltitudes in a…

an orthocenter is the intersection of three\nangle bisectors in a triangle.\naltitudes in a triangle.\nmedians in a triangle.\nperpendicular bisectors in a triangle.

an orthocenter is the intersection of three\nangle bisectors in a triangle.\naltitudes in a triangle.\nmedians in a triangle.\nperpendicular bisectors in a triangle.

Answer

Brief Explanations:

The orthocenter of a triangle is defined as the point of intersection of the three altitudes of the triangle. Angle - bisectors intersect at the in - center, medians at the centroid, and perpendicular bisectors at the circum - center.

Answer:

altitudes in a triangle.