Perpendicular Bisectors
Angle Bisector
Median
Altitude
Special Segments
200

What is the name of the point of concurrency for perpendicular bisectors

Circumcenter

200

What is the name of the point of concurrency for angle bisectors

Incenter

200

What is the name of the point of concurrency for medians

Centroid

200

What is the name of the point of concurrency for altitudes. 

Orthocenter

200

What is a segment that splits a larger angle into two congruent angles?

Angle Bisector

300

The circumcenter of a triangle is equidistant from the __________ of a triangle.

Vertices

300

The incenter of a triangle is equidistant from the ___________ of a triangle

sides

300

Triangle RST has median SK, and centroid J. Solve for SJ if SK has length 9. (Draw it out) 

SJ=6

300

the altitude is also known as the ______ of a triangle (found in a=1/2 bh)

The Height

300

What is a segment that bisects the side of a triangle at 90o

Perpendicular Bisector

400

This theorem states that if point A is equidistant from the end points of a segment, then point A lies on the perpendicular bisector.

Converse of the perpendicular bisector theorem

400

Where is the incenter of a triangle located?

The interior

400

Triangle RST has median RM, and centroid J. Solve for JM if RM has length 6

JM = 2

400

Where can the orthocenter of a triangle be located?

Interior, Exterior, or on the triangle.

400

What is a segment from the vertex to the midpoint of the opposite side

Median

500

Where can the circumcenter of a triangle be located?

Inside, Outside, or on the triangle

500

If an angle bisector forms two angles with measures (2x+5)and (3x), solve for X.

x=5

500

Triangle RST has median RM, and centroid J. Solve for X if RJ = x(RM)

x=2/3

500

Where is the orthocenter of a triangle with vertices (4,0), (0,4), and (0,0) located?

(0,0)

500

What is a perpendicular segment from a vertex to the opposite side of the triangle. (AKA the height of a triangle)

Altitude

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