Math puzzle

1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950
Across
  1. 1. 9. when there is a radical in the denominator, you ______ it.
  2. 3. 15. a line that cuts through two parallel lines
  3. 6. 34. The number being raised to an exponent.
  4. 11. 32. you can split up a polynomial expression into different _____ that can be multiplied.
  5. 14. 26. The shape of a quadratic function
  6. 16. 46. The 'c' in the quadratic function moves a function _____.
  7. 19. 7. the "flipping" of a relation over a line, typically one of the axes.
  8. 20. 45. When the 'a' in the quadratic standard form is negative, the function opens ___.
  9. 21. 20. two independent events with no overlap are considered mutually _____.
  10. 23. 39. Triangles that share all 3 angles and sides.
  11. 24. 22. where a function crosses an axis
  12. 25. 30. identifies how many times a number should be multiplied by itself.
  13. 26. 52. Right triangles with angles such as 90-60-30 and 90-45-45 are knows as ____ right triangles.
  14. 27. 36. A type of triangle with 2 equal sides and angles.
  15. 29. 14. a trig function: opposite over adjacent.
  16. 30. 3. a^2 + b^2 = c^2 is the _____ theorem.
  17. 34. 24. Represented by 'c' in the Pythagorean theorem.
  18. 35. 5. ___ line test determines if something is a function
  19. 36. 29. Near the radical sign, indicates which root should be taken of the radical.
  20. 37. 37. A type of triangle where one of the angles is greater than 90 degrees.
  21. 38. 25. The 2 sides of a right triangle that form a right angle
  22. 39. 19. the number inside the radical
  23. 42. 31. When multiplying numbers with the same base, you ____ the exponents.
  24. 43. 28. The odds of getting tails when you flip a coin is _____ percent.
  25. 44. 8. a relation moves to a different location but maintains its size and direction that it's facing.
  26. 45. 35. A type of triangle where all 3 angles are less than 90 degrees.
  27. 47. 47. A part of a line with 2 endpoints and a midpoint is a line ____.
  28. 49. 21. the minimum or maximum point of a quadratic.
  29. 50. 12. a _____ function is represented as a parabola.
Down
  1. 2. 10. when a function is written as y = k/x, it is an example of _____ variation.
  2. 4. 40. Triangles that share all 3 angles and have sides proportional to the other.
  3. 5. 48. A line that splits an angle or line segment into 2 equal parts.
  4. 7. 49. The two points on either end of a line segment.
  5. 8. 6. imaginary line that a function does not touch, for ex: y = 3.
  6. 9. 18. angles that add up to 90 degrees
  7. 10. 2. a trig function: adjacent over hypotenuse
  8. 12. 42. A triangle with 3 unequal sides and angles.
  9. 13. 11. when a function is written as y = kx, it is called _____ variation.
  10. 15. 16. angles that share the same side and angle.
  11. 17. 50. Consisting 1 endpoint and going on infinitely in a straight line in the other direction.
  12. 18. 51. The point that marks the middle of a line segment.
  13. 19. 44. All possible y-values of a function.
  14. 22. 17. angles that add up to 180 degrees.
  15. 28. 1. ax^2 + bx + c is the quadratic _____ form
  16. 31. 41. SAS could be represented as Side-___-Side.
  17. 32. 13. a trig function: opposite over hypotenuse
  18. 33. 23. The change in y over the change in x
  19. 40. 33. When dividing numbers with the same base, you ____ the exponents.
  20. 41. 43. All possible x-values of a function.
  21. 43. 4. every input has exactly one output
  22. 46. 27. The measure of an external angle is equal to the sum of the two _____ internal angles.
  23. 48. 38. A ____ angle shares a vertex but no sides. These angles are always equal to each other.