Geometry Crossword

1. the number of times a root or zero appears in a polynomial function.
3. Numbers, numbers that consist of a real part AND an imaginary part.
5. Theorem, formula that provides a way to expand the power of any binomial expression.
7. Division, method used to divide polynomials.
8. Maximum, the highest point on a graph within a specific interval.
10. Discontinuity, a discontinuity in a function where theres a hole at some point. Rational Function, a function that can be expressed as the ration of two polynomials.
12. Formula, formula used to find a solution of a quadratic equation.
14. highest or lowest point on a parabolic curve.
16. Formula, method for generating Pythagorean triples.
17. direction in which a curve is opening on a graph.
19. numbers that involve the imaginary unit (i).
20. a relation between a set of inputs having one output each.
22. Function, a type of mathematical function that can be written in the form "f(x) = ax^2 + bx + c".
26. if a function has a break or interruption.
27. Function, type of function where the variable is raised to a constant exponent.

2. algebraic expression consisting of variables; coefficients; exponents; etc. Average Rate of Change, measure of how the functions change on average.
3. function, type of polynomial function with a degree of 3.
4. expressing an expression or equation as a product of its factors.
6. Minimum, the lowest point on a graph within a specific interval.
9. Asymptote, vertical line on a graph gets approached by a function, but never crossed.
11. Behavior, the behavior of a function as the values approach positive or negative infinity.
13. a relationship between sets of values.
15. a shape or function that remains unchanged when transformations are applied.
18. Function, type of function where f(-x) = -f(x).
21. Function, function that can be expressed as the quotient of two polynomials.
23. analysis method used to model the relationship between variables.
24. Notation, a way to represent a mathematical function using symbols.
25. Theorem, if you divide a polynomial by a linear factor, the remainder equals f(a).