Summary of Adaptations

Full Resource Adaptations

Across all chapters of the resource, the following changes were made (where necessary):

  • Edited all mathematical notations to have them appear in LaTex
  • Created and added H5P activities for end-of-section reviews
  • Added solution drop-downs for select exercises
  • Imported embedded videos and applets from the original source
  • Added content for introductions, additional examples per introduction, and chapter review exercises
  • Added “Review Problems” and “Brief Answers to Selected Review Problems”
  • Added learning objectives for each section – some from OpenStax Calculus and some written from scratch
  • Added a list of vocabulary at the end of each section – some from OpenStax Calculus and some written from scratch
  • Enabled glossary term functionality
  • Consistently colored textboxes throughout
  • Added Heading 1 to main parts of the table of contents
  • Minor removal and reordering of content for flow and clarity
  • Adjusted some language for clarity
  • Images on introductions captioned for accessibility – same captions provided from source; alt-tag used as provided from source

 

Chapter-Specific Changes

Chapter 2: Limits and the Derivative

  • “Chapter 2: The Derivative” was split into “Chapter 2: Limits and the Derivative” and “Chapter 3: Applications of the Derivative”

 

Chapter 3: Applications of the Derivative

  • “Introduction to Applications of the Derivative” is not the original introduction from Calculus, Volume 1 (OpenStax) – part of it is from Introduction; part from 4.7 – Applied Optimization Problems
  • “Elasticity of Demand” added tangent line approximation content
    • Section changed to “Section 3.5: Other Applications”

 

Chapter 4: The Integral

  • “Chapter 3: The Integral” was made chapter 4
  • “Additional Integration Techniques” was fully removed
  • “Area, Volume, and Average Value” removed area and volume content; kept average value and added the net change theorem
    • Section changed to “Section 4.5: Average Value and the Net Change Theorem”

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