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Unit 2 – Similarity, Congruence, and Proofs
Review Quiz #3 Constructing Polygons
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All of the vertices must touch the circle
Question 1 When a figure is inscribed in a circle, how many of the vertices must touch the circle? All of the vertices must touch the circle
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False True False False True or False:
Question 2 True or False: There is only one way to construct a regular polygon False The diameter of a given circle determines the size of the polygon inscribed in the circle. True It is not possible to construct regular polygons without using a ruler and a protractor. False False Only regular polygons can be inscribed in a circle.
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Locate a point on the circle
Question 3 What is the first step when constructing an equilateral triangle inscribed in a given circle? Locate a point on the circle
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Construct the diameter of the circle
Question 4 What is the first step when constructing a square inscribed in a given circle? Construct the diameter of the circle
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An equilateral triangle
Question 5 Think about the process for constructing a regular hexagon in a given circle. Which of the following figures is also inscribed in a circle using the same process? An equilateral triangle
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All (6) of the vertices must touch the circle
Question 6 If a regular hexagon is inscribed in a circle, how many of the vertices must touch the circle? All (6) of the vertices must touch the circle
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False True False False True or False:
Question 7 True or False: There is only one way to construct an equilateral triangle inscribed in a circle. False The diameter of a given circle determines the size of the equilateral triangle inscribed in the circle. True It is not possible to construct an equilateral triangle without using a ruler and a protractor. False False Equilateral triangles cannot be constructed.
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Locate any point on the circle
Question 8 What is the first step with constructing an equilateral triangle inscribed in a given circle? Locate any point on the circle
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Question 9 After locating the diameter of a given circle, what is the next step in constructing a square inscribed in the circle? Place the sharp point of the compass on one endpoint of the diameter and swing an arc larger than the radius of the circle
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An equilateral triangle
Question 10 The same process used for constructing a regular hexagon inscribed in a given circle can be used to construct which other figure inscribed in a given circle? An equilateral triangle
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Question 11 The following construction is incomplete. Based on the markings shown, what figure will be constructed? A square
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Question 12 The following construction is incomplete. Based on the markings shown, what figure will be constructed? A hexagon
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An equilateral triangle
Question 13 The following construction is incomplete. Based on the markings shown, what figure will be constructed? An equilateral triangle
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An equilateral triangle and a hexagon
Question 14 The following construction is incomplete. Based on the markings shown, what figures will be constructed? An equilateral triangle and a hexagon
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Question 15 Which incomplete construction shows the location of the third vertex of an equilateral triangle inscribed in a circle? Answer Choice “D”
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