Math Quiz On Triangle Centers! Trivia
17 Questions
| Total Attempts: 2564
(39).jpg "Math Quiz On Triangle Centers! Trivia")
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Questions and Answers
- 1.What is the name of the segment that joins the midpoints of the sides of a triangle?
- A.
Median
- B.
Midsegment
- C.
Vertex
- D.
Centroid
- 2.Which center is equidistant from the vertices of a triangle?
- A.
Incenter
- B.
Centroid
- C.
Circumcenter
- D.
Orthocenter
- 3.Which triangle center is the balance point of the triangle?
- A.
Orthocenter
- B.
Incenter
- C.
Centroid
- D.
Circumcenter
- 4.What is the name of the segment that joins a vertex to the midpoint of the opposite side in a triangle?
- A.
Midsegment
- B.
Median
- C.
Vertex
- D.
Centroid
- 5.Which center is created by constructing the angle bisectors of a triangle?
- A.
Circumcenter
- B.
Centroid
- C.
Orthocenter
- D.
Incenter
- 6.What is it called when three or more lines intersect at the same point?
- A.
Concurrent
- B.
Equilateral
- C.
Equiangular
- D.
Conspicuous
- 7.What is the point of concurrency of the altitudes?
- A.
Incenter
- B.
Centroid
- C.
Circumcenter
- D.
Orthocenter
- 8.What is the name of the segment drawn from the vertex of a triangle, perpendicular to the opposite side?
- A.
Median
- B.
Midsegment
- C.
Altitude
- D.
Midpoint
- 9.What is the name of a ray that divides an angle into two equal angles?
- A.
Perpendicular Bisector
- B.
Angle Bisector
- C.
Midpoint
- D.
Median
- 10.What is the point of concurrency of the medians?
- A.
Incenter
- B.
Orthocenter
- C.
Centroid
- D.
Circumcenter
- 11.A midsegment's length is _____ that of its parallel side.
- A.
Two-thirds
- B.
Two
- C.
One-half
- D.
One-third
- 12.What is the point of concurrency of the perpendicular bisectors of a triangle?
- A.
Incenter
- B.
Circumcenter
- C.
Centroid
- D.
Orthocenter
- 13.What is the point of concurrency of the angle bisectors?
- A.
Incenter
- B.
Centroid
- C.
Circumcenter
- D.
Orthocenter
- 14.What is the name of a circle that lies outside of the triangle and passes through all vertices of the triangle?
- A.
Inscribed Circle
- B.
Circumscribed Circle
- C.
Orthoscribed Circle
- D.
Round Circle
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