Book Section 
WeBWorK Problems 
Description 
1.1 
Set 101 
Modeling discrete data: introduction.

1.2 
Set 102 
Functions and their graphs.

1.3 
Set 103 
Defining new functions from old.

1.4 
Set 104 
Trigonometric functions. 
1.5 
Set 105 
Exponential and logarithmic functions.

1.6 
Set 106 
Case Study: Modeling the AIDS data.

2.1 
Set 201 
Modeling rates of change: introduction.

2.2 
Set 202 
The legacy of Galileo and Newton.

2.3 
Set 203 
Limits of functions.

2.4 
Set 204 
Limits at infinity.

2.5 
Set 205 
Continuity.

2.6 
Set 206 
Tangent lines and their slopes.

2.7 
Set 207 
The derivative.

2.8 
Set 208 
Differentiation rules.

2.9 
Set 209 
Derivatives of trigonometric functions.

2.10 
Set 210 
The mean value theorem.

2.11 
Set 211 
Implicit differentiation.

2.12 
Set 212 
Derivatives of exponentials and logs.

2.13 
Set 213 
Newton's method.

2.14 
Set 214 
Linear approximations.

2.15 
Set 215 
Antiderivatives and initial value problems.

2.16 
Set 216 
Velocity and acceleration.

2.17 
Set 217 
Case Study: Torricelli's Law.

3.1 
Set 301 
Modeling with differential equations:
introduction.

3.2 
Set 302 
Exponential growth and decay.

3.3 
Set 303 
Separable differential equations.

3.4 
Set 304 
Slope fields and Euler's method.

3.5 
Set 305 
Issues in curve sketching.

3.6 
Set 306 
Case Study: Population Modeling.

4.1 
Set 401 
Modeling accumulations: introduction.

4.2 
Set 402 
The definite integral.

4.3 
Set 403 
Properties of the definite integral.

4.4 
Set 404 
The fundamental theorem of calculus.

4.5 
Set 405 
Techniques of integration.

4.6 
Set 406 
Trapezoid rule.

4.7 
Set 407 
Areas between curves.

4.8 
Set 408 
Volumes of solids of revolution.

4.9 
Set 409 
Arc length.

4.10 
Set 410 
Inverse trigonometric functions. 
4.11 
Set 411 
Case Study: Flood Watch.

5.01 
Set 501 
Sleuthing Galileo.
