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5 Written questions
5 Matching questions
 Point of Concurrency
 Angle Bisector Point of Concurrency
 Altitude Point of Concurrency
 Median Point of Concurrency
 Perpendicular Bisector Pt of Concurrency
 a Intersection of three or more lines or line segments
 b In an acute triangle it lies ___________ Inside
In a right triangle it lies ____________ Inside
In an obtuse triangle it lies ______________ Inside  c In an acute triangle it lies ___________ Inside
In a right triangle it lies ____________ On (vertex)
In an obtuse triangle it lies ______________ Outside  d This point is the center of a circle.
In an acute triangle it lies ___________ Inside
In a right triangle it lies ____________ Inside
In an obtuse triangle it lies ______________ Inside  e This point is a center of a circle.
In an acute triangle it lies ___________ Inside
In a right triangle it lies ____________ On
In an obtuse triangle it lies ______________ Outside
5 Multiple choice questions
 Perpendicular line that goes through the vertex to the opposite side or the line containing the opposite side
 The point of concurrency that is formed by the angle bisectors of a triangle
 Goes from the vertex to midpoint on the opposite side of the triangle
 The point of concurrency that is formed by the altitudes of a triangle.
 To circumscribe a circle, you use the ______ of the triangle, which you found using the three ______.
5 True/False questions

Circumcenter → The point of concurrency that is formed by the perpendicular bisectors of a triangle

Patterns → The center of gravity; the point of concurrency that is formed by the medians of a triangle

Centroid → The center of gravity; the point of concurrency that is formed by the medians of a triangle

Median Properties → Answer Yes or No:
Does it pass through a vertex? Yes
Does it pass through a midpoint? Yes
Is it perpendicular to a side? Not required
Are there congruent angles? Not required 
Angle Bisector Properties → Divides the angle of a vertex in half; extends from the vertex to the opposite side