Minimumthe lowestpoint ofthefunctionIntervalofIncreasethe y-values thatare continuouslygoing up; wherethe function isincreasingvertexthe point thatsits at theminimum ormaximumpositivethe part ofthe functionabove thex-axisRangeall of they-valuesof thefunctionx-axisthe axisthat goesfrom leftto righty-interceptwhere the x-value is 0;where thefunctioncrosses the y-axisOrigin(0,0)negativethe part ofthe functionbelow thex-axisf(x)or youtputsContinuousgraph of afunction witha connected,unbrokenlineVerticalLineTesthow to figureout whethera graph is afunctionx-interceptwhere the y-value is 0;where thefunctioncrosses the x-axisIntervalofDecreasethe y-values thatare consistentlygoing down;where thefunction isdecreasingAxis ofSymmetrywhere thefunction issymmetricExponentiala function thatlooks like acurve; has anexponent inthe equationLineara functionthat lookslike a line;y=mx+bDiscretegraph of afunction withdistinct,unconnectedpoints(,)used towrite thedomainRate ofchangexinputsDomainall the x-values ofthefunctiony-axisthe axisthat goesup anddownMaximumthe highestpoint of thefunctionMinimumthe lowestpoint ofthefunctionIntervalofIncreasethe y-values thatare continuouslygoing up; wherethe function isincreasingvertexthe point thatsits at theminimum ormaximumpositivethe part ofthe functionabove thex-axisRangeall of they-valuesof thefunctionx-axisthe axisthat goesfrom leftto righty-interceptwhere the x-value is 0;where thefunctioncrosses the y-axisOrigin(0,0)negativethe part ofthe functionbelow thex-axisf(x)or youtputsContinuousgraph of afunction witha connected,unbrokenlineVerticalLineTesthow to figureout whethera graph is afunctionx-interceptwhere the y-value is 0;where thefunctioncrosses the x-axisIntervalofDecreasethe y-values thatare consistentlygoing down;where thefunction isdecreasingAxis ofSymmetrywhere thefunction issymmetricExponentiala function thatlooks like acurve; has anexponent inthe equationLineara functionthat lookslike a line;y=mx+bDiscretegraph of afunction withdistinct,unconnectedpoints(,)used towrite thedomainRate ofchangexinputsDomainall the x-values ofthefunctiony-axisthe axisthat goesup anddownMaximumthe highestpoint of thefunction

Features of Functions - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. the lowest point of the function
    Minimum
  2. the y-values that are continuously going up; where the function is increasing
    Interval of Increase
  3. the point that sits at the minimum or maximum
    vertex
  4. the part of the function above the x-axis
    positive
  5. all of the y-values of the function
    Range
  6. the axis that goes from left to right
    x-axis
  7. where the x-value is 0; where the function crosses the y-axis
    y-intercept
  8. (0,0)
    Origin
  9. the part of the function below the x-axis
    negative
  10. outputs
    f(x) or y
  11. graph of a function with a connected, unbroken line
    Continuous
  12. how to figure out whether a graph is a function
    Vertical Line Test
  13. where the y-value is 0; where the function crosses the x-axis
    x-intercept
  14. the y-values that are consistently going down; where the function is decreasing
    Interval of Decrease
  15. where the function is symmetric
    Axis of Symmetry
  16. a function that looks like a curve; has an exponent in the equation
    Exponential
  17. a function that looks like a line; y=mx+b
    Linear
  18. graph of a function with distinct, unconnected points
    Discrete
  19. used to write the domain
    (,)
  20. Rate of change
  21. inputs
    x
  22. all the x-values of the function
    Domain
  23. the axis that goes up and down
    y-axis
  24. the highest point of the function
    Maximum