the y-value ofan ordered pair,represents theverticalplacement ofthe pointthe result ofsubstitutinga value intoa functiona formula usedto find the nthterm of anarithmeticsequencea set oforderedpairsa functiongraphed witha line orsmoothcurvean inequalitythat has twocomparisonsthe x-value ofan ordered pair,represents thehorizontalplacement ofthe pointthe point atwhich the x-andy-axes intersecton thecoordinateplane; (0,0)the set ofsecondnumbers (y-values) of theordered pairs ina relationa relation in whicheach element ofthe domain ispaired with exactlyone element of therangethe difference(d) betweenconsecutiveterms in anarithmeticsequenceformed by theintersection oftwo number lines,the horizontalaxis and thevertical axisillustrates howeach elementof the domain ispaired with anelement of therangea way to namea function thatis defined by anequation:replace “y” with“f(x)”the verticalaxis on acoordinateplanea numericalpattern thatincreases ordecreases at aconstantrate/valuea graph thatconsists ofpoints thatare notconnectedthe set of firstnumbers (x-values) of theordered pairsin a relationif any verticalline passesthrough a graphmore thanonce, it is not afunctiona valuesubstitutedfor an x-value in afunctiona set ofnumbers, orcoordinates,written in theform (x,y)thehorizontalaxis on acoordinateplanethe x-interceptsof the graph ofa function: thepoints for whichf(x) = 0the 4 regionsinto which thex-and y-axesseparate thecoordinateplanethe y-value ofan ordered pair,represents theverticalplacement ofthe pointthe result ofsubstitutinga value intoa functiona formula usedto find the nthterm of anarithmeticsequencea set oforderedpairsa functiongraphed witha line orsmoothcurvean inequalitythat has twocomparisonsthe x-value ofan ordered pair,represents thehorizontalplacement ofthe pointthe point atwhich the x-andy-axes intersecton thecoordinateplane; (0,0)the set ofsecondnumbers (y-values) of theordered pairs ina relationa relation in whicheach element ofthe domain ispaired with exactlyone element of therangethe difference(d) betweenconsecutiveterms in anarithmeticsequenceformed by theintersection oftwo number lines,the horizontalaxis and thevertical axisillustrates howeach elementof the domain ispaired with anelement of therangea way to namea function thatis defined by anequation:replace “y” with“f(x)”the verticalaxis on acoordinateplanea numericalpattern thatincreases ordecreases at aconstantrate/valuea graph thatconsists ofpoints thatare notconnectedthe set of firstnumbers (x-values) of theordered pairsin a relationif any verticalline passesthrough a graphmore thanonce, it is not afunctiona valuesubstitutedfor an x-value in afunctiona set ofnumbers, orcoordinates,written in theform (x,y)thehorizontalaxis on acoordinateplanethe x-interceptsof the graph ofa function: thepoints for whichf(x) = 0the 4 regionsinto which thex-and y-axesseparate thecoordinateplane

Quiz 1 Review Quarter 2 - 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 y-value of an ordered pair, represents the vertical placement of the point
  2. the result of substituting a value into a function
  3. a formula used to find the nth term of an arithmetic sequence
  4. a set of ordered pairs
  5. a function graphed with a line or smooth curve
  6. an inequality that has two comparisons
  7. the x-value of an ordered pair, represents the horizontal placement of the point
  8. the point at which the x-and y-axes intersect on the coordinate plane; (0,0)
  9. the set of second numbers (y-values) of the ordered pairs in a relation
  10. a relation in which each element of the domain is paired with exactly one element of the range
  11. the difference (d) between consecutive terms in an arithmetic sequence
  12. formed by the intersection of two number lines, the horizontal axis and the vertical axis
  13. illustrates how each element of the domain is paired with an element of the range
  14. a way to name a function that is defined by an equation: replace “y” with “f(x)”
  15. the vertical axis on a coordinate plane
  16. a numerical pattern that increases or decreases at a constant rate/value
  17. a graph that consists of points that are not connected
  18. the set of first numbers (x-values) of the ordered pairs in a relation
  19. if any vertical line passes through a graph more than once, it is not a function
  20. a value substituted for an x-value in a function
  21. a set of numbers, or coordinates, written in the form (x,y)
  22. the horizontal axis on a coordinate plane
  23. the x-intercepts of the graph of a function: the points for which f(x) = 0
  24. the 4 regions into which the x-and y-axes separate the coordinate plane