It appears that multiple-choice question answers and some descriptions are missing corresponding images. However, based on standard mathematical definitions and concepts, I can provide informed answers for each question:
Question 1: A) The precise definition of the figure in the image is likely:
- a straight line that always remains the same distance from another line and, therefore, never intersects it This is the definition of parallel lines.
Question 2: A) The statement about a trapezoid is:
- 2 (Enter 2 if the statement is a definition.) This is the definition of a trapezoid.
Question 3: A) To determine if line segment \( PQ \) is a constructed copy of line segment \( NO \), Thuy must do the following:
- She must measure the distance from point P to point Q using a compass and place the compass on point N to see if point O is the same distance. This method would confirm if \( PQ \) and \( NO \) are equal in length.
Question 4: A) Without the image, the typical answer would be:
- ←→ CR If Lexi is folding point C onto point D, the segment CR is likely the bisector of segment CD.
Question 5: A) To construct a copy of angle \( ∠BAC \), the correct construction is:
- Using a compass, measure the length from point A to point B. Then, make another arc by placing the pointed end of the compass on point Q and draw a small arc that intersects with the larger arc above point B. This involves measuring and replicating the angle.
Question 6: A) Given \( ∠JKI \) is 56 degrees, then:
- \( ∠NKI \) being the complementary part adjacent to \( ∠JKI \): Since the angle is bisected, the other angle \( ∠NKI \) would typically be the same if it is complementary, suggesting:
- The measurement of ∠NKI is 56 degrees. This is likely an error in your choices, check the context.
Question 7: A) For identifying the first step in constructing a perpendicular bisector, you typically draw two arcs from the endpoints of a segment. This creates intersection points above and below the segment. Pick the image that shows this.
Question 8: A) Steps typically involve:
- Setting the compass to a width greater than half the length of the segment.
- Drawing arcs above and below the segment.
- Marking the intersection points.
- Connecting the intersection points to form the perpendicular bisector. Again, please choose the appropriate images corresponding to these actions.
If you can provide the necessary images or descriptions of the images, I can give more tailored answers.