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Question

To construct the angle bisectors, follow these steps:
1. Draw a point on the lower diagonal beam where it intersects with the base of the truss.
2. Use a compass to draw a circle centered at this point that intersects with both the base and the lower diagonal beam.
3. Label the points where the circle intersects with the lower diagonal beam as point A and B.
4. Use a straightedge to draw a line connecting point A on the lower diagonal beam to the top of the upright (the midpoint of the base).
5. Use a compass to measure the distance from point B to the point where the lower diagonal beam intersects with the base.
6. Draw an arc with this distance centered at point A.
7. Label the point where this arc intersects with the base as point C.
8. Draw a line connecting points B and C.
9. This line is the angle bisector of the angle formed between the base and the lower diagonal beam. Repeat the same steps for the other side of the truss.

Answer 1

To create the angle bisectors, begin by marking a point where the lower diagonal beam meets the base of the truss. Next, use a compass to draw a circle around this point, intersecting both the base and the lower diagonal beam. Identify the intersection points on the lower diagonal beam as points A and B. Connect point A to the top of the upright (the midpoint of the base) using a straightedge. Measure the distance from point B to the point where the lower diagonal beam intersects with the base with a compass. Draw an arc centered at point A with this distance and label the intersection point with the base as point C. Connect points B and C with a line to form the angle bisector for that side of the truss. Repeat these steps for the other side to construct the angle bisectors accurately.