Anna Blevins

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Across
  1. 3. an angle ___ splits an angle into two congruent angles
  2. 5. AP + PB = AB is the segment ___ postulate
  3. 7. a line is tangent to a circle if and only if it is ___ to the radius drawn to the point of tangency
  4. 11. transformation in which the preimage is congruent to the image
  5. 14. a ___ is a pivot or turn
  6. 15. if a = b then a can be replaced by b and vice versa
  7. 17. points that are on the same line
  8. 18. point that splits a segment into two congruent segments
  9. 21. and “if, then” statement is a ___
  10. 22. portion of a line with two endpoints is a ___
  11. 23. through any two points there is exactly one ___
  12. 24. the angle of ___ is formed by a horizontal line opening up
  13. 28. the angle of depression is formed by a horizontal line opening ___
  14. 30. c2 = a2 + b2 is the ___ theorem
  15. 31. a ___ triangle has no congruent sides
  16. 32. sin, ___, and tan are trig ratios
  17. 33. lines that aren’t parallel or intersecting
  18. 34. if a = b and b = c, then a = c
  19. 35. two ___ angles equal 180
  20. 36. equilateral ___ are equiangular and vice versa
Down
  1. 1. a triangle with all congruent angles
  2. 2. a ___ polygon is equilateral and equiangular
  3. 4. segment whose endpoints are on the circle
  4. 5. AAS and ___ prove congruent triangles using angles
  5. 6. 45 - 45 - 90 and 30 - 60 - 90 is used to prove ___ triangles
  6. 8. a triangle with all congruent sides
  7. 9. the ___ triangle theorem, if two sides of a triangle are congruent then the angles opposite those sides are congruent and vice versa
  8. 10. same size and shape
  9. 12. an ___ is formed by two rays with a common endpoint
  10. 13. a ___ is a rule not accepted as true until proven
  11. 16. an ___ triangle doesn’t have a right angle
  12. 19. a transformation that changes the size of the figure
  13. 20. if two segments from the same ___ point are tangent to a circle, then they are congruent
  14. 25. the ___ of two planes is a line
  15. 26. you ___ use AAA and SSA to prove congruent triangles
  16. 27. line that intersects the circle at exactly one point
  17. 29. you want ___ unknown(s) in an equation
  18. 30. through any three noncollinear points there is exactly one ___
  19. 32. points that are on the same plane
  20. 33. SSS and SAS prove congruent triangles using ___