TransitivePropertyofEqualityif a=b,and b=c,then a=cconversestatementif (outcome),then(hypothesis)two-columnproofstatementson one side,reasons onthe otherflowproofgiven to if-thenstatements,to answerInductiveReasoningconjecturesbased onexperimentationDeductiveReasoningconjecturesbased onproperties,definitions,postulates, ortheoremspropertyhowthings areclassifiedReflexivePropertyofEqualitya=aKnowing byrepresentationor diagramAn illustrationof a commontheme oroutcome thatcan berecreated.isoscelestriangletwo equalsides andtwo equalanglesperpendicularbisectortheoremany point on aperpendicularbisector isequidistant from thetwo endpoints of thesegment it bisects.Knowing bymultipleexperimentsknowingbecause youtried somethingmany times andgot the sameoutcomeSymmetricPropertyof Equalityif a=b,then,b=aanglebisectorray from an anglevertex through themidpoint of anangle that dividesthe angle into twoequal anglesperpendicularbisectorline that cutsthrough themidpoint of aline segmentpostulatestatementthat doesnot requireproofequidistantequally distant;the samedistance fromeach other orsomething givenmedianin atriangleray\segment\linefrom a vertex tothe midpoint ofthe oppositeside of thetriangle.paragraphproofproof inparagraphform.altitude(of atriangle)ray / segment/ linefrom a vertex thatintersects theopposite side (orside line) at 90degreestheoremstatementthat hasbeenprovenconditionalstatementif(hypothesis),then(outcome)KnowingonAuthorityknowingbecausesomeonetold youdefinitiongivesmeaning togeometricnames,figuresTransitivePropertyofEqualityif a=b,and b=c,then a=cconversestatementif (outcome),then(hypothesis)two-columnproofstatementson one side,reasons onthe otherflowproofgiven to if-thenstatements,to answerInductiveReasoningconjecturesbased onexperimentationDeductiveReasoningconjecturesbased onproperties,definitions,postulates, ortheoremspropertyhowthings areclassifiedReflexivePropertyofEqualitya=aKnowing byrepresentationor diagramAn illustrationof a commontheme oroutcome thatcan berecreated.isoscelestriangletwo equalsides andtwo equalanglesperpendicularbisectortheoremany point on aperpendicularbisector isequidistant from thetwo endpoints of thesegment it bisects.Knowing bymultipleexperimentsknowingbecause youtried somethingmany times andgot the sameoutcomeSymmetricPropertyof Equalityif a=b,then,b=aanglebisectorray from an anglevertex through themidpoint of anangle that dividesthe angle into twoequal anglesperpendicularbisectorline that cutsthrough themidpoint of aline segmentpostulatestatementthat doesnot requireproofequidistantequally distant;the samedistance fromeach other orsomething givenmedianin atriangleray\segment\linefrom a vertex tothe midpoint ofthe oppositeside of thetriangle.paragraphproofproof inparagraphform.altitude(of atriangle)ray / segment/ linefrom a vertex thatintersects theopposite side (orside line) at 90degreestheoremstatementthat hasbeenprovenconditionalstatementif(hypothesis),then(outcome)KnowingonAuthorityknowingbecausesomeonetold youdefinitiongivesmeaning togeometricnames,figures

Geometric Figures: Unit 3 Lessons 1-5 - 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. if a=b, and b=c, then a=c
    Transitive Property of Equality
  2. if (outcome), then (hypothesis)
    converse statement
  3. statements on one side, reasons on the other
    two-column proof
  4. given to if-then statements, to answer
    flow proof
  5. conjectures based on experimentation
    Inductive Reasoning
  6. conjectures based on properties, definitions, postulates, or theorems
    Deductive Reasoning
  7. how things are classified
    property
  8. a=a
    Reflexive Property of Equality
  9. An illustration of a common theme or outcome that can be recreated.
    Knowing by representation or diagram
  10. two equal sides and two equal angles
    isosceles triangle
  11. any point on a perpendicular bisector is equidistant from the two endpoints of the segment it bisects.
    perpendicular bisector theorem
  12. knowing because you tried something many times and got the same outcome
    Knowing by multiple experiments
  13. if a=b, then, b=a
    Symmetric Property of Equality
  14. ray from an angle vertex through the midpoint of an angle that divides the angle into two equal angles
    angle bisector
  15. line that cuts through the midpoint of a line segment
    perpendicular bisector
  16. statement that does not require proof
    postulate
  17. equally distant; the same distance from each other or something given
    equidistant
  18. ray\segment\line from a vertex to the midpoint of the opposite side of the triangle.
    median in a triangle
  19. proof in paragraph form.
    paragraph proof
  20. ray / segment/ line from a vertex that intersects the opposite side (or side line) at 90 degrees
    altitude (of a triangle)
  21. statement that has been proven
    theorem
  22. if (hypothesis), then (outcome)
    conditional statement
  23. knowing because someone told you
    Knowing on Authority
  24. gives meaning to geometric names, figures
    definition