Calculus from the Ground Up Solution Guide

This is the solution guide for Calculus from the Ground Up. It contains the answers to every review problem along with explanations. Most problems have been worked out in detail. For a full Calculus introduction, check out the main title, Calculus from the Ground Up.

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Calculus from the Ground Up Solution Guide

This is the solution guide for Calculus from the Ground Up. It contains the answers to every review problem along with explanations. Most problems have been worked out in detail. For a full Calculus introduction, check out the main title, Calculus from the Ground Up.

24.95 In Stock
Calculus from the Ground Up Solution Guide

Calculus from the Ground Up Solution Guide

by Jonathan Laine Bartlett
Calculus from the Ground Up Solution Guide

Calculus from the Ground Up Solution Guide

by Jonathan Laine Bartlett

Paperback

$24.95 
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Overview

This is the solution guide for Calculus from the Ground Up. It contains the answers to every review problem along with explanations. Most problems have been worked out in detail. For a full Calculus introduction, check out the main title, Calculus from the Ground Up.


Product Details

ISBN-13: 9781944918156
Publisher: BP Learning
Publication date: 11/01/2018
Pages: 164
Sales rank: 871,091
Product dimensions: 8.50(w) x 11.00(h) x 0.35(d)

Table of Contents

  1. Introduction


  2. A General Method for Solving Mathematical Problems


  3. Basic Tools: Lines


  4. Basic Tools: Variables and Functions


  5. Basic Tools: Graphs


  6. Calculus: The Big Picture


  7. The Derivative


  8. Basic Derivative Rules for Polynomials


  9. Basic Uses of the Derivative


  10. The Differential


  11. Differentials of Composite Functions


  12. Additional Differential Rules


  13. Multivariable Differentials


  14. Relating Rates Using Differentials


  15. Working with Problems Involving Differentials


  16. The Integral as an Antidifferential


  17. The Integral as an Infinite Sum


  18. Using the Integral to Find the Area Under the Curve


  19. Integration and u-Substitution


  20. Other Geometric Uses of the Integral


  21. Transforming Equations for Integration


  22. Integration by Parts


  23. Problem-Solving Using the Integral


  24. Numeric Integration Techniques


  25. Modeling Functions with Polynomial Series


  26. Advanced Topics in Polynomial Series


  27. Thinking About Infinity


  28. Limits: Finding Impossible and Non-Existent Values of Functions


  29. Limits: Finding Results Near Infinity


  30. Limits: Difficult Limits with L'Hospital


  31. Conclusion

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