Points of Concurrency Flashcards

1
Q
A

Altitude

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2
Q
A

Median

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3
Q
A

Altitude

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4
Q
A

Perpendicular Bisector

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5
Q
A

Angle Bisectors

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6
Q
A

Median

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7
Q
A

Altitude

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8
Q
A

Perpendicular Bisector and Altitude

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9
Q
A

Median

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10
Q

Name Segment BD

A

Altitude

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11
Q

Name Segment BE

A

Angle Bisector

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12
Q

Name Segment BF

A

Median

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13
Q

Name Segment GF

A

Perpendicular Bisector

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14
Q

The Circumcenter center is found by finding the intersection of what segments?

A

Perpendicular Bisectors

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15
Q

State the Perpendicular Bisector Theorem

A

Any point on a perpendicular bisector is equidistant from the endpoints

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16
Q

The incenter is found by finding the intersection of what segments?

A

Angle Bisectors

17
Q

The Centroid is found by finding the intersection of what segments?

A

Medians

18
Q

The Orthocenter is found by finding the intersection of what segments?

A

Altitudes

19
Q

Name that point of concurrency

A

Centroid

20
Q

Name that point of concurrency

A

Orthocenter

21
Q

Name that point of concurrency

A

Circumcenter

22
Q

Name that point of concurrency

A

Incenter

23
Q

State the Angle Bisector Theorem

A

Any point on the angle bisector is equidistant from the sides of the angle

24
Q

Which point of concurrency is located where the altitudes intercent?

A

orthocenter

25
Q

Which point of concurrency is located where the angle bisectors intersect?

A

Incenter

26
Q

Which point of concurrency is located where the perpendicular bisectors intersect?

A

Circumcenter

27
Q

Which point of concurrency is the center of the inner circle?

A

Incenter

28
Q

Which point of concurrency is located where the medians intersect?

A

Centroid

29
Q

Which point of concurrency is the center of the outer circle?

A

Circumcenter

30
Q

State Perpendicular Bisector Theorem Converse

A

If a point is equidistant from the endpoints of a segment, then it is on the perpendicular bisector of that segment