Across
- 2. When two lines intersect 2 angles are opposite to eachother and have equal measure. What type of angles are they?
- 4. A line that intersects two or more lines at different points.
- 5. If XY = MN and MN = PQ, then XY = PQ. What property does this demonstrate?
- 6. A point that divides a line into two equal parts.
- 8. Two triangles have equal sides and angle meaures. What is there relationship?
- 9. Dividing something into 2 equal parts.
- 10. Two angles whose measures add up to 180 degrees.
- 11. A=M then M=A. What property does this demonstrate?
- 14. One angle has a measure of 50 degrees, and one has a measure of 30 degrees. What type of angles are they?
Down
- 1. Two parrellel are crossed by a transversal. The two angles are between the parrellel lines and also on opposite sidesof the transversal. What are these angles called?
- 3. Two lines that intersect to form 4 right angles.
- 7. This property allows one to replace a value with another that is equal to it.
- 12. Two angles are congruent when two parelell lines are cut by a transversal, and they are in the same position.
- 13. If segment XY is congruent to itself, what property is being shown?