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24 Terms

1
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center

A point that's equidistant (the same distance) from any point on a given circle.

2
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Radius

A line segment that runs from a circle's center to a point on the given circle.

3
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Diameter

A chord that runs through a circle's center.

4
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Chord

A segment that connects any two points on a given circle.

5
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Central angle

An angle whose vertex is a given circle's center and whose legs or sides intersect the circle.

6
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Inscribed angle

An angle whose vertex lies on a given circle and whose legs or sides intersect the circle at two other points.

7
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Secant

A line, ray, or segment that extends beyond the given circle and intersects it at more than one point.

8
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Tangent

A line, ray, or segment that intersects a given circle at only one point (even if extended).

9
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Point Of Tangency

The point that intersects the circle

10
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Minor arc

Central angle less then 180

11
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Major Arc

Central angle more than 180

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Semi Circle

Central angle equal to 180

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Inscribed Angle

An angle with it’s vertexs on the circle with two sides that are chords

14
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Area Formula

A=πr²

15
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Circumference formula with radius

C=2πr

16
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Circumference formula with diameter

C=πd

17
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arc length formula

l=x times c divided by 360

18
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area of sector formula

x times r divided by 360

19
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inscribed angle rule

the angle is half the measure of the arc

20
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inscribed angle diameter rule

if an inscribed angle intercepts a diameter its a right triangle

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inscribed angle overlapping rule

if two inscribed angle intersect the same arc the angles are congruent

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inscribed quadilateral rule

opposite angles are supplementary (equal to 180)

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tangent line segment rule

if two segments from the same external point are tangent to a circle then they are congruent

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tangent polygon rule

if a polygon is circumscribed around a circle then all the sides are tangent