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1. A line that goes from the vertex of an angle to the midpoint of the opposite side of a triangle is called? circumcenter incenter median centroid 2. D is the intersection point of two medians which is the correct relationship of two segments? CD = DE CD = ⅔CE CD = ⅓CE DE = ½CE A E D C G B 3. D is the intersection point of two medians. If AG = 12, find AD and DG. AD = DG = A E D C G B DB = DE = 4. D is the intersection point of two medians. Find the following lengths in the triangle. AC = CE = A F 2 7.1 E D 6 C G B 5. Given: B is the centroid of ∆JHK. Which of the following is true? CB = ½ KB HB = ⅔ HD BE = ⅓ JE All of the above 6. D is the intersection point of three medians. Find the following lengths in the triangle. DB = DE = GC = CE = A F 5 E D 8 C G 18 B 7. A segment that goes from the vertex of an angle to the opposite side and creates aperpendicular relationship with the side opposite the vertex is called a(n) ... ? orthocenter centroid median altitude circumcenter incenter centroid orthocenter 9. Point A would be called a(n) ... A 9. Another name for the altitude of a triangle is ... none of the above perpendicular bisector height median |