Question

the bisectors of angles of a triangle, as well as the perpendicular bisectors of its sides are _____________. These points of concurrence are respectively called the ____________ and the _______ of the triangle.

Answer 1

The bisectors of angles of a triangle, as well as the perpendicular bisectors of its sides are Concurrent . These points of concurrence are respectively called the Incenter and the Circumcenter of the triangle.

The point of intersection of three medians of a triangle is called the centroid of the triangle, and the point of intersection of three altitudes of the triangle is called the orthocenter of a triangle.

Answer 2

Hi ,

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* Intersecting point of three or more lines

are called concurrent point .

* In any triangle angles bisectors and

perpendicular bisectors are concurrent.

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Here ,

The bisectors of angles of a triangle, as well

as the perpendicular bisectors of its sides are

CONCURRENT . These points of concurrece

are respectively called the INCENTER and

the CIRCUMCENTER of the triangle.

I hope this helps you.

: )