Constructing Parallel Lines Solution
Construct a line parallel to AB through point C. Prove that one pair of corresponding angles are congruent.
Constructing Parallel Lines Steps
1. Create Line AB using the 
tool.
2. Create Point C using the 
tool.
3. Create Line AC or BC using the 
tool.
4. Create a Compass with the Vertex of Angle A using the 
tool, then use the same size compass at Vertex C.
5. Create Point D where the compass intersects Line AB using the tool.
6. Create Point E where the compass intersects Line AC using the 
tool.
7. Create a compass with a vertex of CD using the tool and place the center at Point E.
8. Create Point F at the Intersection of the Compasses using the tool.
9. Prove the angles are congruent by using the 
tool.
tool.
2. Create Point C using the tool.
3. Create Line AC or BC using the tool.
4. Create a Compass with the Vertex of Angle A using the tool, then use the same size compass at Vertex C.
5. Create Point D where the compass intersects Line AB using the tool.
6. Create Point E where the compass intersects Line AC using the tool.
7. Create a compass with a vertex of CD using the tool and place the center at Point E.
8. Create Point F at the Intersection of the Compasses using the tool.
9. Prove the angles are congruent by using the tool.