HONORS ALGEBRA-II (TEACHER CHALLENGE)

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Across
  1. 2. This equation produces a graph that is made up of points that extend in opposite directions without end.
  2. 7. These values represent where a line or curve touches or crosses the x-axis.
  3. 8. Two or more numbers that produce a product.
  4. 10. This is a type of division of polynomials.
  5. 13. 3i + 7 and 3i – 7 are _________.
  6. 15. These types of lines intersect at a ninety degree angle.
  7. 17. This type of expression can’t be factored.
  8. 18. The number pi would be an example of this type of number.
  9. 23. This is the symbol used to state the un-cubing of a number when the index is three.
  10. 25. The name we give to non-real numbers.
  11. 27. These lines lie in the same plane and are separated by a constant distance.
  12. 28. This property is the reverse of factoring.
  13. 30. This is what we call the location where two lines intersect.
  14. 31. This type of expression consists of monomials being added and/or subtracted.
  15. 34. This type of slope is non-changing.
  16. 35. This type of number has both a real and imaginary part.
  17. 36. Together, these two values represent a location in two-dimensional space.
  18. 38. The “x” and “y” value that states where a line or curve touches or crosses an axis is known as an ____________.
  19. 39. To complete math operations until there are no more operations to do.
  20. 40. Quantities such as “i” do not belong to this large family of numbers.
Down
  1. 1. These types of functions have symmetry about the line, y = x.
  2. 3. This number instructs us to do repeated multiplication.
  3. 4. This location represents the highest of location point for the graph of a quadratic.
  4. 5. These are numbers that will force a binomial express to be expression to equal zero.
  5. 6. This expression is made up of three monomials.
  6. 8. This is procedure is the reverse of the “Distributive Property”
  7. 9. This type of line has an slope value that is equal to zero.
  8. 11. This type of line has an undefined slope.
  9. 12. The ____________ of a zero tells us how many times a zero occurs within a factor.
  10. 14. This value describes the slant or tilt of a line.
  11. 16. An ________ exist when the left quantity is equal to the right quantity.
  12. 19. Two of these make up a binomial.
  13. 20. If this value is equal to a negative number, there will be two imaginary roots.
  14. 21. This is a visual relation between “x” & “y-coordinates.”
  15. 22. This type of equation will produce a parabola when it is graphed.
  16. 24. This type of function has a three as its smallest exponent on an independent variable
  17. 25. There is an ____________ when two lines share a point.
  18. 26. This expression is made up of two monomials.
  19. 29. This is the number multiplied by a variable.
  20. 32. This figure is made up of points that extend in opposite directions without end.
  21. 33. These quantities consist of numbers, variable, and products of numbers and variables.
  22. 37. A type of number or polynomial expression that can be written as a fraction.