# Chapter 10: Question Preview (ID: 3477)

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an arc with a measure greater than 180 |
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a) major arc | b) minor arc | c) arc | d) obtuse arc | |

in a circle, any segment with endpoints that are the center of the circlke and a point on the circle |
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a) diameter | b) radius | c) arc | d) circumference | |

any line that intersects a circle in exactly two points |
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a) diameter | b) tangent | c) segment of a circle | d) secant | |

a line in the plane of circle that intersects the circle in exactly one point |
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a) secant | b) cosine | c) chord | d) tangent | |

the distance around the cirlce |
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a) chord | b) diameter | c) circumference | d) radius | |

an angle that intersects a circle in two points and has its vertex at the center of the circle |
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a) central angle | b) none of the above | c) central arc | d) right angle | |

a polygon is inscribes in a circle if each of its vertices lie on the circle |
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a) subscribed | b) inscribed | c) circumscribed | d) intercepted | |

for an angle to intercept an arc, it hasd to have which of the following.. |
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a) the endpoionts of the arc lie on the angle | b) all points of the arc except the endpoints are in the interior of the circle | c) each side of the angle contains an endpoint of the arc | d) all of the above | |

for a given circle, a segment with endpoints that are on the circle |
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a) diameter | b) chord | c) measure | d) radius | |

if the circle contains all the vertices of the polygon then it is what? |
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a) circumscribed | b) intercepted | c) inscribed | d) none of the above | |

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