Estimatetwo-sidedlimitsF(x)approaches adifferent valuefrom the left ofc than from therightXapproachesCIndependenceof limit fromfunction valueat pointlimf(x)=negativeinfinitylim1/xUnboundedbehaviorLimitF(x)oscillatesbetween twofixed valuesExistOscillatingbehaviorEstimateone-sidedlimitsInfinitelimitsOne-sidedlimitsOscillatesOutputsExistenceof a limitat a pointTableslimit is aboutwhat happensnear or closeto that numberF(x)approachesLUniquenumberVerticalasymptotelimf(x)=LLimitsatinfinitySupportnumericallyF(x) increasesor decreaseswithout boundfrom the leftand/or the rightof cHorizontalasymptoteInfinityWithoutboundlimf(x)=L2InfiniteoscillationsFunctionlimf(x)=infinityFail toexistNegativeinfinityLeft-handlimitGraphicallylimf(x)=L1Right-handlimitTwo-sidedlimitEstimatetwo-sidedlimitsF(x)approaches adifferent valuefrom the left ofc than from therightXapproachesCIndependenceof limit fromfunction valueat pointlimf(x)=negativeinfinitylim1/xUnboundedbehaviorLimitF(x)oscillatesbetween twofixed valuesExistOscillatingbehaviorEstimateone-sidedlimitsInfinitelimitsOne-sidedlimitsOscillatesOutputsExistenceof a limitat a pointTableslimit is aboutwhat happensnear or closeto that numberF(x)approachesLUniquenumberVerticalasymptotelimf(x)=LLimitsatinfinitySupportnumericallyF(x) increasesor decreaseswithout boundfrom the leftand/or the rightof cHorizontalasymptoteInfinityWithoutboundlimf(x)=L2InfiniteoscillationsFunctionlimf(x)=infinityFail toexistNegativeinfinityLeft-handlimitGraphicallylimf(x)=L1Right-handlimitTwo-sidedlimit

Section 12-1 - 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. Estimate two-sided limits
  2. F(x) approaches a different value from the left of c than from the right
  3. X approaches C
  4. Independence of limit from function value at point
  5. limf(x)=negative infinity
  6. lim1/x
  7. Unbounded behavior
  8. Limit
  9. F(x) oscillates between two fixed values
  10. Exist
  11. Oscillating behavior
  12. Estimate one-sided limits
  13. Infinite limits
  14. One-sided limits
  15. Oscillates
  16. Outputs
  17. Existence of a limit at a point
  18. Tables
  19. limit is about what happens near or close to that number
  20. F(x) approaches L
  21. Unique number
  22. Vertical asymptote
  23. limf(x)=L
  24. Limits at infinity
  25. Support numerically
  26. F(x) increases or decreases without bound from the left and/or the right of c
  27. Horizontal asymptote
  28. Infinity
  29. Without bound
  30. limf(x)=L2
  31. Infinite oscillations
  32. Function
  33. limf(x)=infinity
  34. Fail to exist
  35. Negative infinity
  36. Left-hand limit
  37. Graphically
  38. limf(x)=L1
  39. Right-hand limit
  40. Two-sided limit