1. Circle – the set of all points in a plane agiven distance away from a center point. A
2. Circle – the set of all points in a plane agiven distance away from a center point. A circle is named by its center point. For A example: Circle A or A.
3. Circle – the set of all points in a plane agiven distance away from a center point. A circle is named by its center point. For A example: Circle A or A.Radius – the “given distance away fromthe center point” of a circle; a segment that joins the center to a point on the circle.
4. Circle – the set of all points in a plane agiven distance away from a center point. A circle is named by its center point. For A example: Circle A or A. Radius (r) Plural: RadiiRadius – the “given distance away fromthe center point” of a circle; a segment that joins the center to a point on the circle.
5. Sphere – the set of all points a given distance away from a center point.
6. Chord – a segment whose endpoints lie on on the circle.
7. Chord – a segment whose endpoints lie on on the circle. Example: DC C D
8. Chord – a segment whose endpoints lie on on the circle. Example: DC A B C D Diameter – a chord that passes through the center of the circle. Example: ABA diameter is twice the length of a radius.
9. Secant – a line that contains a chord. B Example: AB A
10. Secant – a line that contains a chord. B Example: AB A **Note: A chord and a secant can be namedusing the same letters. The notation tells youwhether it is a secant or a chord. A secant is a line; a chord is a segment.** Secant: AB Chord: AB
11. Tangent – a line that intersects a circle at exactly one point. B AExample: AB
12. Tangent – a line that intersects a circle at exactly one point. Not a B tangent! AExample: AB
13. Tangent – a line that intersects a circle at exactly one point. Not a B tangent! A The point at which the circle and the tangent intersect is called the point of tangency.Example: AB Example: A
15. 5cm Congruent Circles – circles with5cm congruent radii. ConcentricCircles – circles with the same center point.
16. A polygon is inscribed in a circleand the circle is circumscribedabout the polygon when all ofthe vertices of the polygon lieon the circle.
17. A polygon is inscribed in a circleand the circle is circumscribedabout the polygon when all ofthe vertices of the polygon lieon the circle.
18. A polygon is inscribed in a circleand the circle is circumscribedabout the polygon when all ofthe vertices of the polygon lieon the circle. This pentagon is inscribed inside of the circle.
19. When each side of a polygon istangent to a circle, the circle issaid to be inscribed in thepolygon.
20. When each side of a polygon istangent to a circle, the circle issaid to be inscribed in thepolygon.
21. When each side of a polygon istangent to a circle, the circle issaid to be inscribed in thepolygon. This circle is inscribed inside of the pentagon.
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