High School
SAT
  • SAT Elite 1500
  • SAT Tutoring
  • ACT
  • ACT Elite 33
  • ACT Tutoring
  • University
    MCAT
  • MCAT Elite 515
  • Med-School Admissions
  • Pre-Med Tutoring
  • Pre-Med Plus
  • LSAT
  • LSAT Elite 170
  • LSAT Self-Paced
  • LSAT Tutoring
  • DAT
  • DAT Elite
  • DAT Tutoring
  • Wize Grade 11 Mathematics Textbook > Rational Expressions and Functions (Content Coming Soon)

    Reciprocal Functions

    Multiplying and Dividing Rational ExpressionsPrevious Section
    Rational Functions and GraphsNext Section
      Extra Practice
    Extra Practice
    Rational Functions
    Identify the information for the following reciprocal function:
    y=1x−2y=\dfrac{1}{x-2}y=x−21​
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Determine the equation for the function graphed below:
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Determine the equation for the function graphed below:
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Sketch a graph of y=−2x2+4y=-2x^2+4y=−2x2+4 and it's reciprocal on the same grid, labeling vertical asymptotes.
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Sketch a graph of the reciprocal ofy=(x+2)2−2y=(x+2)^2-2y=(x+2)2−2 .
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Sketch a graph of the reciprocal of the function below:
    Graphing Reciprocal Functions
    Practice: Graphing Reciprocal Functions
    Sketch a graph of the reciprocal of the function below:
    Company
    AboutCareersBlogFree ResourcesPricingHelp CenterScholarships
    University
    CalculusChemistryBiologyStatisticsTextbooksSee All
    High School
    HS MathHS BiologyHS ChemistryHS EnglishHS TextbooksAP TextbooksSee All
    MCAT
    MCAT ProgramsFree MCAT ResourcesMCAT EventsMed School CalculatorMCAT Blog
    |
    Wizedemy Inc. ©2026