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Derivatives and Integrals: An Annotated Discourse

Robert Beezer, A. Second Author

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Front Matter
- Abstract
1 Introduction
2 The Fundamental Theorem
3 Computing Integrals with Sage ( $\int$ )
4 An Interesting Corollary
5 Some Facts and Figures
6 Some Advanced Ideas
7 Mathematics
8 Grouping Samples
9 Text in Paragraphs
10 Graphics
11 Further Reading
12 List Calisthenics
13 Table Calisthenics
14 Interactive Elements, Authored
15 Interactive Elements, Server
16 Interactive Exercises
17 Dynamic Exercises
- 17 Dynamic Fill-In
18 Interactive Coding
19 Audio
20 Video
21 Cross-Referencing
22 Internationalization
23 Pre-Formatted Text
24 Program Listings (with code in the title)
25 Units of Measure
26 Side-By-Side Panels
27 Side-by-Side Gallery
28 Open Problems
29 Poetry
30 Atomic Objects
31 Advanced Numbering
32 Customizations
- 32.1 Renaming Document Parts, Plus This Is A Really Long Title So That We Can Test How Well It Reacts To The Right Margin And Wraps Around To Form A Couple Of Lines, Plus How It Sits Relative To The Number Of The Subsection
- 32.2 Customizing Phrases
33 MyOpenMath Interactive Problems
34 Ancillaries
35 Worksheets
36 Exercises, One Subsection
- 36 Exercise Collection
- 36 More Reading
37 Exercise Section, Structured
38 Exercises, Multiple Subsections
39 Exercises, Top-Level
Reference

Worksheet 35.5 Worksheet
A4 US

Activity 35.2.

Just a simple activity here.

Activity 35.3.

Here is a second activity.

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