Trigonometry

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Across
  1. 1. What is this class about?
  2. 5. Starts high ends low
  3. 6. Do something three times
  4. 7. The ___ at which a number changes
  5. 8. Something to use to find a specific value
  6. 10. Infinite number
  7. 12. Circle measurement that uses pi
  8. 17. From left to right
  9. 18. What are you doing if you're finding x?
  10. 21. To have a number get bigger
  11. 22. the parts of a coordinate plane that we label 1, 2, 3, and 4
  12. 23. What do you measure an angle with? a full rotation measures 360
  13. 25. What do you do to a trigonometric function?
Down
  1. 2. line on a coordinate plane that a function will get very close to, but will never touch
  2. 3. How to find the exponent your base has to be risen to
  3. 4. f(x) = cos(6x) - 4 is an example of what?
  4. 8. When a number grows or shrinks by the power of an exponent
  5. 9. The circle with all the radians and degrees on it
  6. 11. Who wrote the rule that says "the number of sign changes in the coefficients of a polynomial function f(x) indicates the maximum number of positive real roots, and the number of sign changes in f(-x) indicates the maximum number of negative real roots."
  7. 13. A squiggle that starts above the midline
  8. 14. A type of math that we use to find the relationships between sides and angles in a triangle.
  9. 15. Split something into smaller parts, take the ___ of a number
  10. 16. A type of math that studies how numbers change over time (SOHCAHTOA functions are included in this)
  11. 19. How high or low a function goes
  12. 20. The part that specifies the root
  13. 24. To do something twice