Question 1-8 Braydon says that to construct a copy of an angle using a Braydon's steps line and marking a starting point The next step of measuring the length of the segment with

It seems like your question got cut off. However, I can help you with the general steps to construct a copy of an angle using a compass and straightedge. Here’s a typical method: ### Steps to Copy an Angle: 1. **Draw a Line**: Start by drawing a straight line (let's call it line \( l \)) on your paper. This will be the base for your copied angle. 2. **Mark a Point**: Choose a point on line \( l \) (let's call it point \( A \)). This point will be the vertex of the copied angle. 3. **Measure the Angle**: Place the compass point on the vertex of the original angle (let's call it point \( O \)) and draw an arc that intersects both rays of the angle. Let’s call the points where the arc intersects the rays \( B \) and \( C \). 4. **Transfer the Arc**: Without changing the compass width, place the compass point on point \( A \) and draw a similar arc that intersects line \( l \). Let’s call the intersection point \( D \). 5. **Measure the Lengths**: Now, measure the distance between points \( O \) and \( B \) (the distance from the vertex to one side of the angle). 6. **Mark the First Point**: With the compass still set to the same width, place the compass point on point \( D \) and mark a point on the arc you drew from point \( A \). Let’s call this point \( E \). 7. **Measure the Second Length**: Next, measure the distance between points \( O \) and \( C \) (the distance from the vertex to the other side of the angle). 8. **Mark the Second Point**: Again, without changing the compass width, place the compass point on point \( E \) and mark the second point on the arc from point \( A \). Let’s call this point \( F \). 9. **Draw the Angle**: Finally, draw straight lines from point \( A \) to points \( E \) and \( F \). The angle \( \angle EAF \) is a copy of the original angle \( \angle OBC \). If you have specific steps or details from Braydon's method that you would like to clarify or expand upon, please provide that information, and I can assist you further!