|
Fill in the blank: The circumcenter of a triangle is the point of intersection of the three ____________________ bisectors of a triangle. angle perpendicular center A "point of concurrency" is a fancy way of saying the.... vertex of an angle the point of view the point of intersection the midpoint of a segment Explain what the word "equidistant" means? 5.1 Point C is on the perpendicular bisector of AD, Find the length of CD A CD = 7 4.2 C B n 4.2 D 5.2 The perpendicular bisectors of the three sides of a triangle intersect to form which point of concurrency? midpoint Incenter Circumcenter Circumference ![]() ![]() ![]() Th circumcenter can be INSIDE, OUTSIDE, or ON the triangle, depending on what type of triangle. Match the type of triangle with its correct circumcenter location. ON = Right ∆ ? INSIDE = OUTSIDE = Acute ∆ ? Obtuse ∆ ? For what type of triangle does the circumcenter fall outside the sides of the triangle? Acute triangle Obtuse triangle Right triangle Equilateral triangle ![]() 5.2 CF, CE, and CD are the perpendicularbisectors of the three sides of the triangle. What is the name of point C? Circumcenter Incenter Angle bisector Perpendicular bisector ![]() Point C is the circumcenter. To what part of ∆LMNis the circumcenter equidistant to? To the sides To the midpoints of sides To the center To the vertices ![]() 5.2 Point C is the circumcenter which statement below is TRUE ? CF = CD = CE CL = CM = CN CD = CL = LF CM = ME = EN ![]() C is the circumcenter of ∆LMN find the following lengths CN = LM = 5.2 ME = 5 3 4 12 CM = ![]() A circumscribed triangle, is a trianglewhose vertices lie on the edge of acircle. ∆LMN is circumscribed, what partof the circle is Point C and segmentCL and CM? Point C = interior, CL is diagonal Point C = center, CL is radius Point C = center, CL is diameter Point C = interior, CL is diameter ![]() Find the circumcenter of the triangle. (2, 3) (3, 2) (4, 2) (3, 1) |