Advanced Placement

High School

AP Calculus AB (2020) Practice

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  • Questions 1,614
  • Vocabulary Terms 123
  • Performance Tasks 62
  • Instructional Videos 36

Test Standards

  1. (1.1) Change at an instant
  2. (1.2) Limit defined
  3. (1.3-4) Estimate limits
  4. (1.5-7) Theorems and rules
  5. (1.8) Squeeze theorem
  6. (1.9) Limit representations
  7. (1.10) Types of discontinuities
  8. (1.11) Continuity defined
  9. (1.12) Continuous functions
  10. (1.13) Removing discontinuities
  11. (1.14-15) Asymptotic & unbounded
  12. (1.16) IVT
  1. (2.1) Difference quotients
  2. (2.2) Instantaneous rate of change
  3. (2.3) Estimate derivative at a point
  4. (2.4) Continuous, not differentiable
  5. (2.5-6) Derivative rules
  6. (2.7) Derivatives of cos x, sin x, e^x, and ln x
  7. (2.8-9) Product and quotient rules
  8. (2.10) Trig derivatives
  1. (3.1) Chain rule
  2. (3.2) Implicit differentiation
  3. (3.3) Derivatives of inverse functions
  4. (3.4) Inverse trig derivatives
  5. (3.5) Choose methods
  6. (3.6) Higher order derivatives
  1. (4.1) Derivative as rate of change
  2. (4.2) Rectilinear motion
  3. (4.3) Applied rates of change
  4. (4.4-5) Related rates
  5. (4.6) Local linear approximation
  6. (4.7) L’Hospital’s Rule
  1. (5.1) Mean Value Theorem
  2. (5.2) Extrema
  3. (5.3-4) Graph features from derivatives
  4. (5.5) Absolute extrema
  5. (5.6) Concavity
  6. (5.7) 2nd derivative test
  7. (5.8) f, f', and f
  8. (5.9) f, f', and f''
  9. (5.10) Optimization
  10. (5.11) Optimization
  11. (5.12) Implicit relations
  1. (6.2) Riemann sums
  2. (6.3) Definite integral defined
  3. (6.4) The Fundamental Theorem
  4. (6.5) Behavior of Accumulation Functions
  5. (6.6) Definite integral properties
  6. (6.7) Definite Integrals
  7. (6.8) Antiderivatives
  8. (6.9) Substitution
  9. (6.10) Long division, square completion
  10. (6.14) Antidifferentiation techniques
  1. (7.1) Model
  2. (7.2) Verify solutions
  3. (7.3-4) Slope fields
  4. (7.6) Separable differential equations
  5. (7.7) Solve differential equations
  6. (7.8) Exponential models
  1. (8.1) Average value
  2. (8.2) Particle motion
  3. (8.3) Accumulated rate of change
  4. (8.4-6) Areas of plane regions
  5. (8.7-9) Volumes

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