Use the image to answer the question.
Angle upper A upper B upper C and a point, upper D, which has a line extending horizontally from it. Segments upper A upper B and upper A upper C extend from vertex upper A to form the angle.
Saadiq constructed ∠ABC and an auxiliary line where he placed point D at one end. With the help of a compass and straightedge, what next step should Saadiq do to construct a copy of ∠ABC?
(1 point)
Responses
Saadiq needs to draw an arc on the auxiliary line using point D.
Saadiq needs to draw an arc on the auxiliary line using point upper D .
Saadiq needs to measure the distance between point B and point C.
Saadiq needs to measure the distance between point upper B and point upper C .
Saadiq needs to measure the distance between point A and point B.
Saadiq needs to measure the distance between point upper A and point upper B .
Saadiq needs to draw an arc through the sides of ∠ABC.
Saadiq needs to draw an arc on the auxiliary line using point D.
Saadiq needs to draw an arc on the auxiliary line using point D.
Saadiq should draw an arc on the auxiliary line using point D to construct a copy of ∠ABC. To explain how to do this, Saadiq should follow these steps:
1. Draw a line segment from point A to point D, extending it horizontally.
2. Place the compass on point D and adjust the width to a random distance.
3. Draw an arc that intersects the line segment AD. The arc should be centered at point D and can be drawn in any direction.
4. Mark the point where the arc intersects the line segment AD as E.
5. Without changing the compass width, place the compass on point E and draw another arc that intersects the line segment AE.
6. Mark the point where the second arc intersects the line segment AE as F.
7. Draw a line segment from point A to point F. This line segment AF is a copy of the angle ∠ABC.
By following these steps, Saadiq will be able to construct a copy of ∠ABC using the auxiliary line and point D.