The image shown below is the final image for what construction?
Construction of a Perpendicular Line.
Copying an Angle.
Perpendicular Bisector.
Angle Bisector.
Given the image shown below what is the relationship between AE and BE?
m AE is equal to m BE.
AE is similar to BE.
AE is perpendicular to BE.
There is no relationship between AE and BE.
Shawn’s teacher drew the construction below on the board. Based upon this construction which of the following statements does Shawn know to be true?
Point C is the midpoint of AB.
CD is the perpendicular bisector of AB.
AC is equal to CB.
CD is perpendicular to AB.
Danielle is constructing a nontilted square inscribed inside a circle. The image below shows where she is in her construction so far. What should the next step be in Danielle’s construction?
Create 4 perpendicular lines at each of the end points of diameters.
Connect the intersection of the two arcs with the end points of the horizontal diameter of the circle.
Create 4 angle bisectors to bisect the 4 right angles.
Make 4 chords inside the circle by connecting all the end points of the diameter together.
Lilly is using constructions to draw a parallel line to line AB. On which step did Lilly make her first mistake?
Begin by creating points A and B on line l. Then create a point C above line l. Next, create a new line that goes through points A and C.
Next, place the pointed end of the compass on point A. Create an arc that goes through line l and m. Without changing the width of the compass, place the pointed end of the compass on point C and create a similar arc.
Using the compass, place the point end on point A and extend the compass so it is the length of AB. Using this length, create an arc that crosses through the previous arc without moving the compass off of point B.
Using a straight edge, draw a line that goes through the intersection of the arcs.
