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- 1. Multiple ChoiceIn a circle (or congruent circles), congruent arcs:have congruent chordshave congruent pointsare twice the measure of their radiican climb a hippo
- 2. Multiple Choice
What is a segment whose endpoints are any two points on the circle?
Arc
Chord
Diameter
Radius
- 3. Multiple Choice
What is a chord that passes through the center of the circle?
Arc
Chord
Diameter
Radius
- 4. Multiple Choice
Find the value of x.31,3816.3-8 - 5. Multiple ChoiceFind the value of x.101813440
- 6. Multiple ChoiceFind x105189
- 7. Multiple ChoiceUse chords to solve for xx = 3 cmx = 4 cmx = 5 cmx = 6 cm
- 8. Multiple ChoiceFind the value of x.151336
- 9. Multiple ChoiceFind the value of x.101813440
- 10. Multiple ChoiceIn a circle, if a radius or diameter is perpendicular to a chord, then it____ the chord and its arc.equalsbisectsarcscircles
- 11. Multiple Choice278⁰297⁰90⁰105⁰
- 12. Multiple ChoiceIn a circle (or congruent circles), chords that are the same distance from the center:are similarhave the same nameare congruent to each otherare walking dead
- 13. Multiple Choice
Solve for the indicated Arc
80°
40°
140°
180°
- 14. Multiple ChoiceFind the value of x.12.583516
- 15. Multiple Choice
Solve for x.
25
30.25
7
38
- 16. Multiple Choice278⁰297⁰90⁰105⁰
- 17. Multiple Choice
Solve for Arc MN
132°
96°
48°
32°
- 18. Multiple Choice
Solve for the indicated Arc
130°
230°
115°
75°
- 19. Multiple ChoiceSolve for x.3.69.211.514.3
- 20. Multiple Choice
Find the value of x. 14 and 18 represent the entire length of the chords
√512
√32
√35
√128
- Answer choicesTagsAnswer choicesTags