Theheight ofthe figureThemeaningof h inS=PhLateralSurfaceArea ofPrismS=PhfindstheCircleA round figurewith all pointsthe samedistance fromthe centerCylinderA figure withtwo circularbases andrectanglesideRectangleA 4 sidedfigure wherethe sidesmeet at aright angleTriangularPrismA figure withtwo trianglebases andrectangularsidesCongruentSamesize ANDshapeTotalSurfaceArea ofCylinderS=2πrh+ 2πr²TotalSurfaceArea ofPrismS=Ph +2B findstheLateralSurfacearea ofCylinderS=2πrhPerimeterof thebasePArea ofonebaseBConeA figure withONE circularbase withsides thatmeet a pointVolumeofSphereV=(4/3)πr³rRadius isrepresentedby thevariableRectangularPrismA figure withtwo rectanglebases andrectangularsidesVolumeof aCylinderV=BhfindstheRotationTurns a figurearound acenter anynumber ofdegreesTriangleA 3 threesidedfigureDilationReducesorEnlargesa FigureReflectionMirrors afigure acrossa line ofreflectionddiameter isrepresentedby thevariableTranslationMoves afigure left,right, up,or downVolumeof aconeV=(1/3)Bhfind theTheheight ofthe figureThemeaningof h inS=PhLateralSurfaceArea ofPrismS=PhfindstheCircleA round figurewith all pointsthe samedistance fromthe centerCylinderA figure withtwo circularbases andrectanglesideRectangleA 4 sidedfigure wherethe sidesmeet at aright angleTriangularPrismA figure withtwo trianglebases andrectangularsidesCongruentSamesize ANDshapeTotalSurfaceArea ofCylinderS=2πrh+ 2πr²TotalSurfaceArea ofPrismS=Ph +2B findstheLateralSurfacearea ofCylinderS=2πrhPerimeterof thebasePArea ofonebaseBConeA figure withONE circularbase withsides thatmeet a pointVolumeofSphereV=(4/3)πr³rRadius isrepresentedby thevariableRectangularPrismA figure withtwo rectanglebases andrectangularsidesVolumeof aCylinderV=BhfindstheRotationTurns a figurearound acenter anynumber ofdegreesTriangleA 3 threesidedfigureDilationReducesorEnlargesa FigureReflectionMirrors afigure acrossa line ofreflectionddiameter isrepresentedby thevariableTranslationMoves afigure left,right, up,or downVolumeof aconeV=(1/3)Bhfind the

Measure and Transformation Vocabulary - 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 meaning of h in S=Ph
    The height of the figure
  2. S=Ph finds the
    Lateral Surface Area of Prism
  3. A round figure with all points the same distance from the center
    Circle
  4. A figure with two circular bases and rectangle side
    Cylinder
  5. A 4 sided figure where the sides meet at a right angle
    Rectangle
  6. A figure with two triangle bases and rectangular sides
    Triangular Prism
  7. Same size AND shape
    Congruent
  8. S=2πrh + 2πr²
    Total Surface Area of Cylinder
  9. S=Ph + 2B finds the
    Total Surface Area of Prism
  10. S=2πrh
    Lateral Surface area of Cylinder
  11. P
    Perimeter of the base
  12. B
    Area of one base
  13. A figure with ONE circular base with sides that meet a point
    Cone
  14. V=(4/3)πr³
    Volume of Sphere
  15. Radius is represented by the variable
    r
  16. A figure with two rectangle bases and rectangular sides
    Rectangular Prism
  17. V=Bh finds the
    Volume of a Cylinder
  18. Turns a figure around a center any number of degrees
    Rotation
  19. A 3 three sided figure
    Triangle
  20. Reduces or Enlarges a Figure
    Dilation
  21. Mirrors a figure across a line of reflection
    Reflection
  22. diameter is represented by the variable
    d
  23. Moves a figure left, right, up, or down
    Translation
  24. V=(1/3)Bh find the
    Volume of a cone