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1: Fundamentals 2: Limits and Continuity 3: Derivatives 4: Application of Derivatives 5: The Definite Integral 6: Integration Techniques 7: Solids of Revolution 8: AP Calculus AB Review 9: Formula Sheets & Docs

         PLAYLIST MOCK AP EXAM REVIEW MATERIALS
>>AP CALCULUS AB EXAM FORMULA CRAM-SHEET FILLED OUT<<

AP CALCULUS AB FREE RESPONSE QUESTIONS

2014 Free Response Questions

2014 AP Calculus Free Response #1

2014 AP Calculus Free Response #2

2014 AP Calculus Free Response #3

2014 AP Calculus Free Response #4

2014 AP Calculus Free Response #5

2014 AP Calculus Free Response #6 

2013 Free Response Questions

2013 AP Calculus Free Response #1

2013 AP Calculus Free Response #2

2013 AP Calculus Free Response #3

2013 AP Calculus Free Response #4

2013 AP Calculus Free Response #5 to 6

2006-2013 MOCK AP CALCULUS FRQ QUESTIONS

Table of Values

Mock AP Table of Value Problems #1-4

Mock AP Table of Value Problems #5-8

Area and Volumes of Solids of Revolution and Cross Sections

Mock AP Calc Problem #1

Mock AP Calc Problem #2

Mock AP Calc Problem #3&4

Mock AP Calc Problem #5-7

Mock AP Calc Problem #5-7

2012 Free Response Questions

2013 AP Calculus Free Response #1

2013 AP Calculus Free Response #2

2013 AP Calculus Free Response #3

2013 AP Calculus Free Response #4

2013 AP Calculus Free Response #5 to 6

2006-2013 MOCK AP CALCULUS FRQ QUESTIONS

Table of Values

Mock AP Table of Value Problems #1-4

Mock AP Table of Value Problems #5-8

Area and Volumes of Solids of Revolution and Cross Sections

Mock AP Calc Problem #1

Mock AP Calc Problem #2

Mock AP Calc Problem #3&4

Mock AP Calc Problem #5-7

Mock AP Calc Problem #5-7

2012 Free Response Questions

2013 AP Calculus Free Response #1

2013 AP Calculus Free Response #2

2013 AP Calculus Free Response #3

2013 AP Calculus Free Response #4

2013 AP Calculus Free Response #5 to 6

AP CALCULUS AB MULTIPLE CHOICE REVIEW QUESTIONS

1998  CALCULUS AB  MULTIPLE CHOICE
1998 Multiple Choice Released Questions Part I

1998 Multiple Choice Released Questions Part II

1998 Multiple Choice Released Questions Part III

1998 Multiple Choice Released Questions Part IV

1998 Multiple Choice Released Questions Part V

1998 Multiple Choice Released Questions Part VI a

1998 Multiple Choice Released Questions Part VI b

1998 Multiple Choice Released Questions Part VII

1998  Multiple Choice Released Questions Part VIII


1969 MULTIPLE CHOICE CALCULUS AB

1. 1969 Multiple Choice Released Questions Part I

2. 1969 Multiple Choice Released Questions Part II

3. 1969 Multiple Choice Released Questions Part III

4. 1969 Multiple Choice Released Questions Part IV

5. 1969 Multiple Choice Released Questions Part V

6. 1969 Multiple Choice Released Questions Part VI

AP CALCULUS VIDEO TUTORIALS 

Chapter 1 Prerequisites of Calculus 

1.1 Lines and Graphs

1.2 Graphs and Piece-wise Defined Functions

1.3 Domain Range Odd and Even Functions

1.4 Transformation of Functions Domain Range  and Composition

1.5 Logarithms Solving Equations

1.7 Chapter Review the Prerequisites

Chapter 2 Limits and Continuity

2.1a Finite Limits Algebraic and Graphical

2.1 b Finite Limits Squeeze Theorem (Pinch)

2.1 c Finite Limits Graphical and Numerically one and Double sided limits

2.2a Limits Involving Infinity part I

2.2b Limits Involving Infinity Part II Discontinuous Functions

2.3 Limits and Continuity (Continuity Test)

2.4 Average Rate of Change and Secant Lines

2.4b Slope and Tangent Lines Average Rate of Changle Secnt Lines

 Mixed Review on Limits Part I

 Mixed Review on Limits Part II

Chapter 3 Derivatives 

1.  Differentiation Rules Pt I

1b. Differentiation Rules Pt II

1c. Differentiation Rules Pt III

1d. Differentiation Rules Witch of Agnesi

2a. Application of Derivatives to Velocity, Position, Acceleration and Jerk

3.  Chain Rule

4.  Logarithmic Differentiation I

5.  Logarithmic Differentiation II

6. Derivative of Inverse Trigonometric Functions

7. Derivatives Cumulative Review Part I

8. Derivatives Cumulative Review Part II

9. Derivatives Cumulative Review Part III

10. Combined Intensive cumulative review 



Chapter 4 Application of Derivatives

4.1 Extreme Value (Graphical)

4.1 b Extreme Value Theorem Part II (Algebraic)

4.2 a  Mean Value Theorem Part I

4.2 b Mean Value Theorem Part II

4.3 a Connecting f' and f" with the graph of f Part I

4.3 b Connecting f' and f" with the graph of f Part II

4.5 Related Rates Cubes and Squares

4.5 Related Rates Differentiation formulas

4.4 a Optimization and Modelling Part I Rectangular Box Cut Edges 

4.4 b Optimization and Modelling Part II Cylindrical Can 

4.4 c Optimization and Modelling Part III Cylinder inscribed in a cone 

Chapter 5 Definite Integral

  1. Estimating with Finite Sums Part I LRAM MRAM RRAM Rectangular Approximation (Linear Functions)

  2. Estimating with Finite Sums Part II LRAM MRAM RRAM Rectangular Approximation (Rational Functions)

  3. Estimating with Finite Sums Part III LRAM MRAM RRAM Rectangular Approximation (Numerical Integration)

  4. Definite Integral Limit of a Riemann Sum Application to Geometry

  5. Rules for Definite Integrals: Zero, Constant Multiple, Additivity, Max and Min 

  6. Using Antiderivatives to Find Definite Integrals

Chapter 6 Differential Equations

1. Slope Fields and Differential Equations (Equations from Graphs)

2. Slope Fields and Differential II Equations (Graph from Equations)

3. Integration by U-Substitution

4. Integration by Parts

5. Integration by Parts II Advanced Tabular Integration

6. Integration by Parts III Advanced Tabular Integration

7. Integration by Parts IV Advanced Tabular Integration

8. Integration by Parts V Advanced Tabular Integration

9. Integration by Parts Review Pt I

10. Integration by Parts Review Pt II

11. Integration by Parts Review Pt III

12. Integration by Parts Review Pt IV

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