Functions from a Calculus Perspective

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Across
  1. 4. it contains what is interpreted as [the value of a function at x]
  2. 7. uses inequalities to describe subsets of real numbers
  3. 8. sums and differences of monomial functions
  4. 9. symmetric with respect to the y-axis
  5. 11. any function in the form f(x)=axn
  6. 12. fourth degree polynomial function
  7. 15. highest or lowest point of a graph
  8. 16. dividing a polynomial by a linear factor
  9. 17. solutions that don’t satisfy the original equation
  10. 19. number of time that a factor is repeated
  11. 20. if f(x) not equal 0 for x>b
Down
  1. 1. the line through two points on a line
  2. 2. theorem: describes how the leading coefficient and constant term of a polynomial function with integer coefficients can be used to determine a list of possible rational zeros
  3. 3. has the form f(x) = 1/x
  4. 5. when a functions continuous except for a hole at x=c
  5. 6. if f(x) not equal 0 for x<a
  6. 10. the way a function behaves as it reaches negative and positive infinity.
  7. 13. symmetric with respect to the origin
  8. 14. when a polynomial is divided by one of its binomial factors x-c
  9. 18. lowest value of a function