AP Calculus BC FRQ Practice by Unit/Topic

Note: This section is still a work in progress, so not all AP FRQ are reflected in search results. Please let me know if you notice any errors!

Year	Number	link	Unit	Topic
2015	1a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2015	1b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2015	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	5	5.5: Using the Candidates Test to Determine Absolute (Global) Extrema
2015	1d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2015	2a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2015	2b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	9	9.1: Defining and Differentiating Parametric Equations
2015	2c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2015	2d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	8	8.13: The Arc Length of a Smooth, Planar Curve and Distance Traveled (BC only)
2015	3a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2015	3b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	6	6.2: Approximating Areas with Riemann Sums
2015	3c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	4	4.2: Straight-Line Motion: Connecting Position, Velocity, and Acceleration
2015	3d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	8	8.1: Finding the Average Value of a Function on an Interval
2015	4a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	7	7.3: Sketching Slope Fields
2015	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	10	3.2: Implicit Differentiation
2015	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	5	5.6: Determining Concavity of Functions over Their Domains
2015	4c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	5	5.2: Extreme Value Theorem, Global Versus Local Extrema, and Critical Points
2015	4d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	7	7.2: Verifying Solutions for Differential Equations
2015	5a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	4	4.6: Approximating Values of a Function Using Local Linearity and Linearization
2015	5b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2015	5c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2015	5d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	6	6.12: Using Linear Partial Fractions
2015	6a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	10	10.13: Radius and Interval of Convergence of Power Series
2015	6a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	10	10.8: Ratio Test for Convergence
2015	6b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	10	10.14: Finding Taylor or Maclaurin Series for a Function
2015	6c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_07b075e5d552441587516c7f536f6e27.pdf	10	10.11: Finding Taylor Polynomial Approximations of Functions
2013	1a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2013	1b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2013	1b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	8	8.3: Using Accumulation Functions and Definite Integrals in Applied Contexts
2013	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2013	1d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	5	5.5: Using the Candidates Test to Determine Absolute (Global) Extrema
2013	1d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	8	8.3: Using Accumulation Functions and Definite Integrals in Applied Contexts
2013	2a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	9	9.9: Finding the Area of the Region Bounded by Two Polar Curves
2013	2b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	9	9.7: Defining Polar Coordinates and Differentiating in Polar Form
2013	2b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2013	2c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	9	9.7: Defining Polar Coordinates and Differentiating in Polar Form
2013	2c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2013	3a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2013	3b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	5	5.1: Using the Mean Value Theorem
2013	3c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	8	8.1: Finding the Average Value of a Function on an Interval
2013	3c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	6	6.2: Approximating Areas with Riemann Sums
2013	3d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2013	4a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2013	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	5	5.5: Using the Candidates Test to Determine Absolute (Global) Extrema
2013	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2013	4c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	5	5.9: Connecting a Function, Its First Derivative, and Its Second Derivative
2013	4d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	4	4.6: Approximating Values of a Function Using Local Linearity and Linearization
2013	4d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	3	3.1: The Chain Rule
2013	5a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	1	1.8: Determining Limits Using the Squeeze Theorem
2013	5a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	1	1.6: Determining Limits Using Algebraic Manipulation
2013	5b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	7	7.5: Approximating Solutions Using Euler’s Method (BC only)
2013	5c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	7	7.7: Finding Particular Solutions Using Initial Conditions and Separation of Variables
2013	6a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	10	10.11: Finding Taylor Polynomial Approximations of Functions
2013	6b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	10	10.11: Finding Taylor Polynomial Approximations of Functions
2013	6c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_bda274cbf27c4cb9bc6dc7069d512e1e.pdf	10	10.11: Finding Taylor Polynomial Approximations of Functions
2016	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2016	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	8	8.3: Using Accumulation Functions and Definite Integrals in Applied Contexts
2016	1d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	5	5.5: Using the Candidates Test to Determine Absolute (Global) Extrema
2016	2a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2016	2a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	9	9.1: Defining and Differentiating Parametric Equations
2016	2b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	9	9.1: Defining and Differentiating Parametric Equations
2016	2c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	9	9.6: Solving Motion Problems Using Parametric and Vector-Valued Functions
2016	2d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	8	8.3: Using Accumulation Functions and Definite Integrals in Applied Contexts
2016	3a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2016	3b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	5	5.6: Determining Concavity of Functions over Their Domains
2016	3c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	5	5.5: Using the Candidates Test to Determine Absolute (Global) Extrema
2016	3d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2016	4a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	7	7.1: Modeling Situations with Differential Equations
2016	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2016	4c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	7	7.7: Finding Particular Solutions Using Initial Conditions and Separation of Variables
2016	4d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	7	7.5: Approximating Solutions Using Euler’s Method (BC only)
2016	5a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	8	8.1: Finding the Average Value of a Function on an Interval
2016	5b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	8	8.4: Finding the Area Between Curves Expressed as Functions of x
2016	5c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2016	6a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	10	10.14: Finding Taylor or Maclaurin Series for a Function
2016	6b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	10	10.8: Ratio Test for Convergence
2016	6c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	10	10.14: Finding Taylor or Maclaurin Series for a Function
2016	6d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	10	10.7: Alternating Series Test for Convergence
2016	1b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	6	6.3: Riemann Sums, Summation Notation, and Definite Integral Notation
2016	1b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	6	6.2: Approximating Areas with Riemann Sums
2016	1a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_a97d9167a3b14bb7b2ffe487b2614744.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2014	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	8	8.1: Finding the Average Value of a Function on an Interval
2014	1c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2014	1d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	4	4.6: Approximating Values of a Function Using Local Linearity and Linearization
2014	2a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	8	8.4: Finding the Area Between Curves Expressed as Functions of x
2014	2b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	9	9.1: Defining and Differentiating Parametric Equations
2014	2c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2014	2d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	9	9.1: Defining and Differentiating Parametric Equations
2014	3a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2014	3b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	5	5.4: Using the First Derivative Test to Determine Relative (Local) Extrema
2014	3b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	5	5.6: Determining Concavity of Functions over Their Domains
2014	3c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2014	3d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2014	4a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2014	4b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	2	2.3: Estimating Derivatives of a Function at a Point
2014	4c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	6	6.7: The Fundamental Theorem of Calculus and Definite Integrals
2014	4c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	6	6.2: Approximating Areas with Riemann Sums
2014	4d	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	4	4.3: Rates of Change in Applied Contexts Other Than Motion
2014	5a	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	8	8.4: Finding the Area Between Curves Expressed as Functions of x
2014	5b	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	8	8.11: Volume with Washer Method: Revolving Around the x- or y-Axis
2014	5c	https://8089c34a-2896-458e-8a13-02ab2ce306cb.usrfiles.com/ugd/8089c3_13e32fb6f6e64247a38f1624329cebf5.pdf	8	8.4: Finding the Area Between Curves Expressed as Functions of x