Semester One Vocab

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Across
  1. 2. A function split into pieces based on intervals and different sub-functions
  2. 4. Used to determine the exponent a base is raised to to get another number
  3. 6. the result of a square root of a negative number for example, i
  4. 8. For example, adding or subtracting two functions
  5. 9. The point a curve goes concave up to down, or vice versa
  6. 13. If a function increases or decreases to the left or right
  7. 14. A value approached by a certain input into a function
  8. 17. When both x and y-values are getting larger
  9. 19. One complete pattern of a periodic function that repeats
  10. 20. States that a function to any degree has the same amount of roots
  11. 24. Expressions that can divide another expression with no remainder
  12. 25. a point that occurs when a factor is cancelled out of a rational function
  13. 27. Created by inputting one function into another
  14. 28. when the limit does not exist
  15. 29. The point where a function goes from increasing to decreasing, or vice versa
  16. 31. Following the form a+bi
  17. 32. A function that reverses another
  18. 33. The direction a curve faces, up or down
  19. 34. A hole, for example
  20. 35. A vertical line that is approached by a function but never reached
Down
  1. 1. Half of the distance between a max and min in a periodic function
  2. 3. Symmetry about the y-axis
  3. 5. a continuous function that moves between 2 or more y-values
  4. 7. Where a function equals 0
  5. 10. Multiplying all x-values by a fraction will do this translation
  6. 11. A function with repetetive cycles
  7. 12. Symmetry about the origin
  8. 15. Where the discontinuity is infinite
  9. 16. A set of real numbers between 2 values
  10. 18. When a figure is the mirror image of itself
  11. 21. Y-values get smaller while x-values get larger
  12. 22. A function that breaks at an x-value with different y-values
  13. 23. A function is only defined on this interval or,
  14. 26. A function that goes on forever with no breaks
  15. 30. The length of one complete pattern in a periodic function