Across
- 2. a angle that equals 90 degrees
- 6. the statements that are given to you to help solve the proof
- 7. If two angles and a nonincluded side of one triangle is congrunt then the two angles and one nonincluded side of another triangle is congruent
- 8. a form of proof in which cordinate geometry and algebra are used to prove a theorem
- 9. the longest side of a triangle that connects the short side to the right angle
- 10. a angle that measures under 90 degrees
- 11. polygons that have corresponding sides congruent and corresponding angles
- 13. Bisector If a point is on the bisector of an angle then it is equidistant from the side of the angle
- 14. a chart with two columns one side with statements and the other side with reasons
- 18. a angle that measures over 90 degrees
Down
- 1. Spilts a segment in half and creates a 90 degree angle
- 2. a line that is used in two triangles
- 3. If the hypotenuse and a leg of one right triangle are congruent to another triangle then they are congruent
- 4. the two short sides of a triangle that connect to the right angle
- 5. andgles that are congruents but flipped
- 12. a way to solve a proof by writing a paragraph
- 15. A statement that follows a theorem
- 16. A segment connecting two midpoints of triangles
- 17. Proves a Triangle is congruent because there are three sides that are congruent between the triangles
- 19. If two angles and a included side of one triangle is congrunt then the two angles and one included side of another triangle is congruent