f'(a)=1/(f^-1)'(b)Areaunderthe curveAccelerationConcaveUp2ndFTCIntermediateValueTheoremf has arelativemin2nd reasonforDiscontinuityAccumulationFunctionf isincreasing Derivativef' has aturningpointNewton'sMethodPointDiscontinuityConcaveDownRolle'sTheoremDisplacementDistancef' isincreasingf isdecreasingNormalLineAverageRate ofChangeMeanValueTheoremTurningPointLinearApproximationsStepDiscontinuityCriticalValueDifferentiablePoint ofInflectionApproximatingAreaOrthogonalRate ofChange3rd ReasonforDiscontinuityPositionJumpDiscontinuityAverageValue oftheFunctionVelocityf' isdecreasingL'Hospitals1st reasonfordiscontinuityf has arelativemax1stFTCf'(a)=1/(f^-1)'(b)Areaunderthe curveAccelerationConcaveUp2ndFTCIntermediateValueTheoremf has arelativemin2nd reasonforDiscontinuityAccumulationFunctionf isincreasing Derivativef' has aturningpointNewton'sMethodPointDiscontinuityConcaveDownRolle'sTheoremDisplacementDistancef' isincreasingf isdecreasingNormalLineAverageRate ofChangeMeanValueTheoremTurningPointLinearApproximationsStepDiscontinuityCriticalValueDifferentiablePoint ofInflectionApproximatingAreaOrthogonalRate ofChange3rd ReasonforDiscontinuityPositionJumpDiscontinuityAverageValue oftheFunctionVelocityf' isdecreasingL'Hospitals1st reasonfordiscontinuityf has arelativemax1stFTC

AP Calculus Vocab/Formula Review - 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. f'(a)=1/(f^-1)'(b)
  2. Area under the curve
  3. Acceleration
  4. Concave Up
  5. 2nd FTC
  6. Intermediate Value Theorem
  7. f has a relative min
  8. 2nd reason for Discontinuity
  9. Accumulation Function
  10. f is increasing
  11. Derivative
  12. f' has a turning point
  13. Newton's Method
  14. Point Discontinuity
  15. Concave Down
  16. Rolle's Theorem
  17. Displacement
  18. Distance
  19. f' is increasing
  20. f is decreasing
  21. Normal Line
  22. Average Rate of Change
  23. Mean Value Theorem
  24. Turning Point
  25. Linear Approximations
  26. Step Discontinuity
  27. Critical Value
  28. Differentiable
  29. Point of Inflection
  30. Approximating Area
  31. Orthogonal
  32. Rate of Change
  33. 3rd Reason for Discontinuity
  34. Position
  35. Jump Discontinuity
  36. Average Value of the Function
  37. Velocity
  38. f' is decreasing
  39. L'Hospitals
  40. 1st reason for discontinuity
  41. f has a relative max
  42. 1st FTC