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?

18
Q

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

19
Q

Name that point of concurrency

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

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
Which point of concurrency is located where the angle bisectors intersect?
Incenter
26
Which point of concurrency is located where the perpendicular bisectors intersect?
Circumcenter
27
Which point of concurrency is the center of the inner circle?
Incenter
28
Which point of concurrency is located where the medians intersect?
Centroid
29
Which point of concurrency is the center of the outer circle?
Circumcenter
30
State Perpendicular Bisector Theorem Converse
If a point is equidistant from the endpoints of a segment, then it is on the perpendicular bisector of that segment