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AP Calculus AB Practice Tests

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  • Questions 1,719
  • Vocabulary Terms 111
  • Performance Tasks 60
  • Instructional Videos 34

Test Standards

  1. (EK 1.1A1) Limit defined
  2. (EK 1.1A2) Extend limit concept
  3. (EK 1.1A3) Nonexistent limits
  4. (EK 1.1B1) Estimate limits
  5. (EK 1.1C1) Theorems and rules
  6. (EK 1.1C2) Algebra, Trig, Squeeze
  7. (EK 1.1C3) L’Hospital’s Rule
  8. (EK 1.1D1) Asymptotic & unbounded
  9. (EK 1.1D2) Magnitudes and rates of change
  10. (EK 1.2A1) Continuity defined
  11. (EK 1.2A2) Continuous functions
  12. (EK 1.2A3) Types of discontinuities
  13. (EK 1.2B1) Continuity as condition
  1. (EK 2.1A1) Difference quotients
  2. (EK 2.1A2) Instantaneous rate of change
  3. (EK 2.1A3) Derivative defined
  4. (EK 2.1A4) Derivative notations
  5. (EK 2.1A5) Derivative representations
  6. (EK 2.1B1) Estimate derivative at a point
  7. (EK 2.1C1) Apply the definition of the derivative
  8. (EK 2.1C2) Specific rules
  9. (EK 2.1C3) Derivative rules
  10. (EK 2.1C4) Chain rule
  11. (EK 2.1C5) Implicit differentiation
  12. (EK 2.1C6) Derivatives of inverse functions
  13. (EK 2.1D1) Higher order derivatives
  14. (EK 2.1D2) Higher order derivative notation
  15. (EK 2.2A1) Graph features from derivatives
  16. (EK 2.2A2) Key features
  17. (EK 2.2A3) f, f', and f
  18. (EK 2.2B1) Continuous, not differentiable
  19. (EK 2.2B2) Differentiable implies continuous
  20. (EK 2.3A1) Units for derivatives
  21. (EK 2.3A2) Derivative as rate of change
  22. (EK 2.3B1) Derivative as tangent slope
  23. (EK 2.3B2) Local linear approximation
  24. (EK 2.3C1) Rectilinear motion
  25. (EK 2.3C2) Related rates
  26. (EK 2.3C3) Optimization
  27. (EK 2.3D1) Applied rates of change
  28. (EK 2.3E1) Differential equations
  29. (EK 2.3E2) Verify solutions
  30. (EK 2.4A1) Mean Value Theorem
  1. (EK 3.1A1) Antiderivatives
  2. (EK 3.1A2) Finding antiderivatives
  3. (EK 3.2A1) Riemann sums
  4. (EK 3.2A2) Definite integral defined
  5. (EK 3.2A3) Translate definite integrals into sums
  6. (EK 3.2B1) Approximate definite integrals
  7. (EK 3.2B2) Use various approximations
  8. (EK 3.2C1) Use geometry
  9. (EK 3.2C2) Definite integral properties
  10. (EK 3.2C3) Integrals with discontinuities
  11. (EK 3.3A1) Define new functions
  12. (EK 3.3A2) Derivative of integrals
  13. (EK 3.3A3) Representations of integral-defined function
  14. (EK 3.3B1) Defined antiderivative
  15. (EK 3.3B2) Substitution theorem
  16. (EK 3.3B3) Indefinite integral
  17. (EK 3.3B4) Closed form antiderivatives
  18. (EK 3.3B5) Antidifferentiation techniques
  19. (EK 3.4A1) Accumulated rate of change
  20. (EK 3.4A2) Integral as net change
  21. (EK 3.4A3) Limit of Riemann sum
  22. (EK 3.4B1) Average value
  23. (EK 3.4C1) Particle motion
  24. (EK 3.4D1) Areas of plane regions
  25. (EK 3.4D2) Volumes
  26. (EK 3.4E1) Applied accumulation and net change
  27. (EK 3.5A1) Solve differential equations
  28. (EK 3.5A2) Separable differential equations
  29. (EK 3.5A3) Domain restrictions
  30. (EK 3.5A4) General solutions
  31. (EK 3.5B1) Exponential models