Algebra 2 Vocabulary
Across
- 2. parts of an expression separated by + or -.
- 5. a line that travels parallel to the x-axis.
- 7. when two lines travel apart from each other with the same slope and never intersect.
- 8. to rewrite an equation as simply as possible.
- 10. a mathematical sentence built from expressions using one or more equal signs.
- 15. shortcut for long division of polynomials.
- 16. an equation consisting of multiple monomials.
- 17. the symbol used to indicate cube roots or “n” roots.
- 18. the plotting of points on a plane.
- 19. the name of the formula used to determine the zeros.
- 21. a number that can not be written as a simple fraction.
- 22. when two lines intersect at a ninety degree angle.
- 24. a graph of a line.
- 26. the point on a graph where two lines cross
- 27. a continuous extent of length. Straight or curved.
- 30. the number that comes before a variable in a term.
- 32. the part of the quadratic equation b^2-4ac.
- 35. a polynomial with three terms.
- 37. the angle of a graph.
- 38. numbers consisting of the variable “i”.
- 39. the answer to an equation or a problem.
- 40. numbers that make a binomial equal to zero.
Down
- 1. a “U” shaped curve with specific proportions.
- 3. the quantity that cancels out a given quantity.
- 4. not a real number.
- 6. x in the expression y^x.
- 9. a polynomial of the third degree.
- 11. a line that travels parallel to the y-axis.
- 12. where a line crosses an axis.
- 13. the pair of numbers giving the location of a point on a graph.
- 14. a number that can be written as a simple fraction.
- 20. how many times a specific number is a zero in a polynomial.
- 22. can not be factored.
- 23. the property used to a number outside a pair of parentheses to the numbers inside.
- 25. any number on the number line.
- 28. a polynomial with two unlike terms.
- 29. polynomials than divide evenly into p(x).
- 31. a mathematical sentence used to make a graph.
- 33. a number that never changes.
- 34. a polynomial with only one term.
- 36. the point at which a parabola makes its sharpest turn.