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Algebra II Vocabulary: Rational Expressions

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Algebra II vocabulary through unit 5

edstokes
Created Date 11.18.19
Last Updated 11.18.19
Viewed 11 Times
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Topics of this game:
  • the part of the fraction that exists on the bottom
  • the part of the fraction that exists on the top
  • ___________ values; the values that would make the denominator equal zero, and therefore be undefined
  • The first step is factoring is to find this
  • the operation with rational expressions that requires you to Keep-change-flip
  • Least ____________ Denominator
  • an imaginary line that a curve approaches but never intersects, as it heads towards infinity
  • the value of the highest exponent in a polynomial expression
  • A number that precedes a letter in a term. It is multiplying the letter
  • the set of all x-values for a given function
  • the set of all y-values for a given function
  • the point at which a graph crosses either the x-axis or y-axis
  • One of the operations with rational expressions for which you would need common denominators
  • One of the class options in math that follows Algebra II. For most it will be the next math that you take
  • This is a type of function where the "output" of one function serves as the "input" of another function.
  • To find these functions, one of the main steps is to switch places with the x's and y's
  • The small number that sometimes goes in the upper right hand corner of a letter
  • A polynomial expression that has "3" as its biggest exponent is referred to as this
  • A polynomial expression that has "2" as its biggest exponent is referred to as this
  • One of the ways to solve a quadratic equation is by "Completing the _______"
  • An expression that has one or more terms in it
  • A term that has no letters (variables) in it is referred to as a __________
  • A way to divide polynomial expressions by removing the variables and placing the constants and coefficients in a "box"
  • the form of an expression that places it in order from the term with the highest exponent down to the constant