(1,1)Findsolutionx=-3y=x+2Axis ofSymmetryThis lineintersectsthe x-coordinate ofthe vertex(4,-3)Findsolutiony=-2x+5y=-x+1Solutionto asystemThis can befound on agraph wheretwo or morelines intersectCommonDifferenceHow you getfrom one termto the next inan arithmeticsequenceParallelLinesThesetypes oflines haveno solution(2,35)Find solutiony=3x^2+14x-5y=11x+13(2,4)Findsolutiony=x^2y=2^x(-1,-4)Findsolutiony=x-3y=7x+3Add theexponentsWhen youmultiply termswith the samebase, what doyou do with theexponents?TheVertexWhere youwill find themaximum orminimum(-3,-2)Findsolutiony=2x+1y=x+1(-1,2)FindSolutiony=2x+1y=-x+1(2,-1)Findsolutiony=4x-9y=x-3The LeadCoefficientThe numberin the front ofthe lead term(-1,4)(3,4)Findsolutiony=4y=(x-1)^2MultiplytheexponentsWhen you raisean exponent toanotherexponent, whatdo you do?CommonRatioHow you getfrom one termto the next ina geometricsequencePerpendicularLinesThese typesof linesintersect andform rightangles2What is thedegree of aquadraticfunctionRootsSolutionsZerosx-interceptsWhere thegraph of aquadraticfunctiontouches the x-axisParabolaThe shapeof aquadraticgraphWhen you dividterms with thesame base,what do you dowith theexponents?SubtracttheExponentsU-shapedHow do youdescribewhat aparabolalooks like?(1,1)Findsolutionx=-3y=x+2Axis ofSymmetryThis lineintersectsthe x-coordinate ofthe vertex(4,-3)Findsolutiony=-2x+5y=-x+1Solutionto asystemThis can befound on agraph wheretwo or morelines intersectCommonDifferenceHow you getfrom one termto the next inan arithmeticsequenceParallelLinesThesetypes oflines haveno solution(2,35)Find solutiony=3x^2+14x-5y=11x+13(2,4)Findsolutiony=x^2y=2^x(-1,-4)Findsolutiony=x-3y=7x+3Add theexponentsWhen youmultiply termswith the samebase, what doyou do with theexponents?TheVertexWhere youwill find themaximum orminimum(-3,-2)Findsolutiony=2x+1y=x+1(-1,2)FindSolutiony=2x+1y=-x+1(2,-1)Findsolutiony=4x-9y=x-3The LeadCoefficientThe numberin the front ofthe lead term(-1,4)(3,4)Findsolutiony=4y=(x-1)^2MultiplytheexponentsWhen you raisean exponent toanotherexponent, whatdo you do?CommonRatioHow you getfrom one termto the next ina geometricsequencePerpendicularLinesThese typesof linesintersect andform rightangles2What is thedegree of aquadraticfunctionRootsSolutionsZerosx-interceptsWhere thegraph of aquadraticfunctiontouches the x-axisParabolaThe shapeof aquadraticgraphWhen you dividterms with thesame base,what do you dowith theexponents?SubtracttheExponentsU-shapedHow do youdescribewhat aparabolalooks like?

Something Bingo - 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. Find solution x=-3 y=x+2
    (1,1)
  2. This line intersects the x-coordinate of the vertex
    Axis of Symmetry
  3. Find solution y=-2x+5 y=-x+1
    (4,-3)
  4. This can be found on a graph where two or more lines intersect
    Solution to a system
  5. How you get from one term to the next in an arithmetic sequence
    Common Difference
  6. These types of lines have no solution
    Parallel Lines
  7. Find solution y=3x^2+14x-5 y=11x+13
    (2,35)
  8. Find solution y=x^2 y=2^x
    (2,4)
  9. Find solution y=x-3 y=7x+3
    (-1,-4)
  10. When you multiply terms with the same base, what do you do with the exponents?
    Add the exponents
  11. Where you will find the maximum or minimum
    The Vertex
  12. Find solution y=2x+1 y=x+1
    (-3,-2)
  13. Find Solution y=2x+1 y=-x+1
    (-1,2)
  14. Find solution y=4x-9 y=x-3
    (2,-1)
  15. The number in the front of the lead term
    The Lead Coefficient
  16. Find solution y=4 y=(x-1)^2
    (-1,4) (3,4)
  17. When you raise an exponent to another exponent, what do you do?
    Multiply the exponents
  18. How you get from one term to the next in a geometric sequence
    Common Ratio
  19. These types of lines intersect and form right angles
    Perpendicular Lines
  20. What is the degree of a quadratic function
    2
  21. Where the graph of a quadratic function touches the x-axis
    Roots Solutions Zeros x-intercepts
  22. The shape of a quadratic graph
    Parabola
  23. Subtract the Exponents
    When you divid terms with the same base, what do you do with the exponents?
  24. How do you describe what a parabola looks like?
    U-shaped