Module 2

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Across
  1. 3. A statement that can be proven to be true
  2. 5. The Property of Equality that states: If a=b then ac=bc
  3. 7. A statement of the form "p if and only if q"
  4. 10. The Property of Equality that states: If a=b then a-c=b-c
  5. 11. Property that says a=a
  6. 13. A part of a line having exactly two endpoints
  7. 14. The right side of a Two-Column Proof
  8. 16. Through any three noncollinear points there is exactly one ___
  9. 17. The Property of Equality that states: If a=b, then a+c=b+c
  10. 20. Property that says if a=b and b=c then a=c
  11. 21. A form of reasoning that uses logic to draw conclusions
  12. 24. A statement believed to be true based on an observation
  13. 25. A statement written in "if p then q"
  14. 27. The part following "if" in a conditional statement denoted by p
  15. 28. Something specific that proves a conjecture to be false
  16. 30. Two rays that share a common vertex
  17. 31. Vertical angles are always ___
Down
  1. 1. The left side of a Two-Column Proof
  2. 2. Property that says if a=b then b=a
  3. 4. If two lines intersect, they intersect in exactly one point
  4. 6. "If q then p"
  5. 8. The part following "then" in a conditional statement denoted by q
  6. 9. The Property of Equality that states: If a=b then a/c = b/c
  7. 12. A form of reasoning that a rule must be true based on looking at specific cases
  8. 15. Angles that measure 180-degrees
  9. 16. An argument that uses true statements and logic to make a conclusion
  10. 18. A statement that is assumed to be true
  11. 19. An angle pair that are nonadjacent formed by intersecting lines
  12. 22. "if not q then not p"
  13. 23. If two angles form a ___ pair, then they a supplementary
  14. 26. "If not p then not q"
  15. 29. Through any two points there is exactly one ___