WolframAlphaCheckingyour answerand getting areally weirdresult5+8=12so if 3-2=1then x-y=zthen 2=3-1so y=x-zDoing theproblem inthe mostconvolutedway possibleForgettingthe othersolution tothe quadraticI'll justchoose theoptionclosest towhat I gotRunningout ofspaceMentalBreakdownMake thewrongvariablethe subjectOrder ofoperationsskill issueForgettingto write apair ofbracketsMisreadingthequestionmentalgymnasticsGiving upand usingtrial anderrorLosing aminussignActuallygetting thecorrectanswerDividingby zeroHugeexpansionForgettingto simplifyMisreading+ as xx=xThat 0looks a lotlike a 6StartingagainWolframAlphaCheckingyour answerand getting areally weirdresult5+8=12so if 3-2=1then x-y=zthen 2=3-1so y=x-zDoing theproblem inthe mostconvolutedway possibleForgettingthe othersolution tothe quadraticI'll justchoose theoptionclosest towhat I gotRunningout ofspaceMentalBreakdownMake thewrongvariablethe subjectOrder ofoperationsskill issueForgettingto write apair ofbracketsMisreadingthequestionmentalgymnasticsGiving upand usingtrial anderrorLosing aminussignActuallygetting thecorrectanswerDividingby zeroHugeexpansionForgettingto simplifyMisreading+ as xx=xThat 0looks a lotlike a 6Startingagain

Doing Algebra - 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. Wolfram Alpha
  2. Checking your answer and getting a really weird result
  3. 5+8=12
  4. so if 3-2=1 then x-y=z then 2=3-1 so y=x-z
  5. Doing the problem in the most convoluted way possible
  6. Forgetting the other solution to the quadratic
  7. I'll just choose the option closest to what I got
  8. Running out of space
  9. Mental Breakdown
  10. Make the wrong variable the subject
  11. Order of operations skill issue
  12. Forgetting to write a pair of brackets
  13. Misreading the question
  14. mental gymnastics
  15. Giving up and using trial and error
  16. Losing a minus sign
  17. Actually getting the correct answer
  18. Dividing by zero
  19. Huge expansion
  20. Forgetting to simplify
  21. Misreading + as x
  22. x=x
  23. That 0 looks a lot like a 6
  24. Starting again