Medians start at the vertex and go to the ________________ of the opposite side.

Angle Bisectors start at the ___________ and split an angle into two congruent angles.

Angle bisectors _________ an angle into two congruent angles.

The point of concurrency for medians is the

The point of concurrency for altitudes is the

The point of concurrency for angle bisectors is the

The point of concurrency for perpendicular bisectors is the

Altitudes start at the ______________

Altitudes start at vertex and are _____________________ to the opposite side.

The distance from the vertex to the centroid is ______ of the total length

The distance from the centroid to the midpoint is ____ of the total length.

A midsegment connects the ___________________ of two sides.

Perpendicular Bisectors hit at the _________________.

Perpendicular Bisectors hit at the midpoint and are ______________________ to the opposite side

Perpendicular lines from __________ angles

Perpendicular Lines _____________________ start at the vertex

Medians ________________ start at the vertex

Triangles _________________ have three perpendicular bisectors

Triangles _________________ have three medians

Triangles _________________ have three altitudes

Triangles _________________ have three angle bisectors

The circumcenter is ________________ inside the triangle

The incenter _____________ meets outside the triangle

The orthocenter is _______________________ on the side of the triangle.

The centroid is ________________ inside the triangle

A midsegment is ________________ to the third side.

A midsegment is __________ the length of the third side

Every triangle has ________ midsegments.

The midsegment of a triangle divides the triangle into four _____________ triangles.