2nd Period Unit 1A Quiz

1) The diagram shows the construction of the perpendicular bisector of segment AB.Which of the following statements is true? AC=CB AC=2AB CB=1 AC+AB=CB 2) The diagram is a construction. C is the center of both circles.Which of the following statements must be TRUE by construction? Select ALL that apply. BC and EC have the same length. AC and AD have the same length. AC and CD have the same length. Triangle BCE has 2 equal sides. Triangle CDE has 2 equal sides. 3) The figure shows the results of a construction of the bisector of angle P.In what order should the steps for this construction be arranged? Match the description with the correct step. Step 1 Place a point on segment PQ. Step 2 Using the compass, create a circle with radius PA centered at P. Step 3 Mark a point at the intersection of circle P and segment PR. Step 4 Using the compass, create a circle with radius AB and center at A. Using the compass, create a circle with radius AB and center at B. Step 5 Draw a segment from point P to the intersection of circles A and B. 4) Jan is constructing an inscribed regular hexagon for the circle shown. Point A will be one vertex of the hexagon.What step should be completed next? Construct a diameter of the circle. Place a second point on the circle. Draw a ray from point P through A. Using the compass, create a circle with radius AP. 5) Consider the partial construction of a line parallel to line segment MN through point Q. Draw a line through P and D. Draw a line through Q and D. Draw a line through N and D. Draw a line through A and D. 6) Consider segments AB and CD.What are the steps to construct a segment whose length is AB+CD? GeoGebra Classroom – Live Conversations with Interactive Math Tools 7. Geogebra Task (Sitting Cats)