HexagonEach interiorangle in thisregularpolygon is120PentagonEach interiorangle in thisregularpolygon is108HeptagonThe sumof interiorangles is900DiagonalsThe linesegmentsconnectingnon-adjacentverticesTrapezoidMidsegmentThis isparallel toand theaverage ofthe basesQuadrilateralInterior andexteriorangles sumto the samevalueDodecagonThe sum ofthe interiorangles is1800TrapezoidThe parallelsides arecalledbasesRectangleAn equiangularquadrilateralwith congruentdiagonalsInteriorAnglesTheformula fortheir sumis (n-2)180SquareA regularquadrilateralOctagonThe sumof interiorangles is1080NonagonThe sumof interiorangles is1260TriangleInterioranglessum to180RegularWhen apolygon isequiangularandequilateralParallelogramOppositeangles andsides arealwayscongruentExteriorAnglesThe sumof these isALWAYS360 N-gon The name fora polygon withan unknownnumber ofsidesUndecagonThispolygon'sname isone and tenDecagonThis hasthe sameprefix asdecadeIsoscelesTrapezoidThis specialquadrilateralwith one pair ofparallel sideshas congruentdiagonalsKiteThisquadrilateralhas vertexand non-vertex anglesRhombusThisquadrilateralhas diagonalsthat areperpendicularbisectorsTriangleMidsegmentThe trianglehas three ofthese thatdivide it intofour congruenttrianglesHexagonEach interiorangle in thisregularpolygon is120PentagonEach interiorangle in thisregularpolygon is108HeptagonThe sumof interiorangles is900DiagonalsThe linesegmentsconnectingnon-adjacentverticesTrapezoidMidsegmentThis isparallel toand theaverage ofthe basesQuadrilateralInterior andexteriorangles sumto the samevalueDodecagonThe sum ofthe interiorangles is1800TrapezoidThe parallelsides arecalledbasesRectangleAn equiangularquadrilateralwith congruentdiagonalsInteriorAnglesTheformula fortheir sumis (n-2)180SquareA regularquadrilateralOctagonThe sumof interiorangles is1080NonagonThe sumof interiorangles is1260TriangleInterioranglessum to180RegularWhen apolygon isequiangularandequilateralParallelogramOppositeangles andsides arealwayscongruentExteriorAnglesThe sumof these isALWAYS360 N-gon The name fora polygon withan unknownnumber ofsidesUndecagonThispolygon'sname isone and tenDecagonThis hasthe sameprefix asdecadeIsoscelesTrapezoidThis specialquadrilateralwith one pair ofparallel sideshas congruentdiagonalsKiteThisquadrilateralhas vertexand non-vertex anglesRhombusThisquadrilateralhas diagonalsthat areperpendicularbisectorsTriangleMidsegmentThe trianglehas three ofthese thatdivide it intofour congruenttriangles

Polygons - 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. Each interior angle in this regular polygon is 120
    Hexagon
  2. Each interior angle in this regular polygon is 108
    Pentagon
  3. The sum of interior angles is 900
    Heptagon
  4. The line segments connecting non-adjacent vertices
    Diagonals
  5. This is parallel to and the average of the bases
    Trapezoid Midsegment
  6. Interior and exterior angles sum to the same value
    Quadrilateral
  7. The sum of the interior angles is 1800
    Dodecagon
  8. The parallel sides are called bases
    Trapezoid
  9. An equiangular quadrilateral with congruent diagonals
    Rectangle
  10. The formula for their sum is (n-2)180
    Interior Angles
  11. A regular quadrilateral
    Square
  12. The sum of interior angles is 1080
    Octagon
  13. The sum of interior angles is 1260
    Nonagon
  14. Interior angles sum to 180
    Triangle
  15. When a polygon is equiangular and equilateral
    Regular
  16. Opposite angles and sides are always congruent
    Parallelogram
  17. The sum of these is ALWAYS 360
    Exterior Angles
  18. The name for a polygon with an unknown number of sides
    N-gon
  19. This polygon's name is one and ten
    Undecagon
  20. This has the same prefix as decade
    Decagon
  21. This special quadrilateral with one pair of parallel sides has congruent diagonals
    Isosceles Trapezoid
  22. This quadrilateral has vertex and non-vertex angles
    Kite
  23. This quadrilateral has diagonals that are perpendicular bisectors
    Rhombus
  24. The triangle has three of these that divide it into four congruent triangles
    Triangle Midsegment