Chapters 1 &2

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Across
  1. 2. a method for finding both quotients and remainders for division by x-k without long division.
  2. 4. - The values of X which satisfy the equation y = f (x)
  3. 6. is equal to -i
  4. 8. r(x)
  5. 10. r(x)= f(x)/g(x)
  6. 13. f(x)=a(x-h)^2+k
  7. 15. A polynomial function of degree n has n complex zeros (real and nonreal). Some of these zeros may be repeated.
  8. 16. q(x)
  9. 18. the maximum and minimum values of a function
  10. 19. If it can be drawn on a graph without lifting your pencil.
  11. 21. set of output values for which a function is defined
  12. 22. f(-x)=-f(x)
  13. 24. equal to 1
  14. 25. if f of x is equal to f of -x for all the values of x
  15. 27. a polynomial function that has a degree of 1 and so has the form
Down
  1. 1. are defined and continuous on all real numbers
  2. 3. equals negative 1
  3. 5. If f (x is a polynomial function of degree n 0, then f (x has precisely n linear
  4. 7. A polynomial function written in this way, with terms in descending degree, is written in
  5. 9. Describes what happens to the value of f(x) as x increases or decreases without bound.
  6. 11. the degree of a zero function
  7. 12. ax^2+bx+c=0
  8. 14. Has a degree of 2
  9. 17. The square root of -1
  10. 20. i is an
  11. 23. If it cannot be drawn on a graph without lifting your pencil.
  12. 26. repeated zero