Skip to main content

MA101: Single-Variable Calculus I

Page path
  • Home /
  • Courses /
  • Course Catalog /
  • Mathematics /
  • MA101: Single-Variable Calculus I /
  • Unit 4: Transcendental Functions /
  • 4.10: Limits Revisited
Back to 'Unit 4: Transcendental Functions'
  • 4.10: Limits Revisited

    •  Whitman College: David Guichard's "Calculus, Chapter 4: Transcendental Functions, Section 4.10: Limits Revisited" URL

      Read Section 4.10 (pages 94-97). You will learn how derivatives relate back to limits. Limits of Indeterminate Forms (or limits of functions that, when evaluated, tend to 0/0 or ∞/∞) have previously been beyond our grasp. Using L'Hopital's Rule, you will find that these limits are attainable with derivatives.

    •  Whitman College: David Guichard's "Calculus, Chapter 4: Transcendental Functions, Exercises 4.10: Problems 1-10, 21-24" URL

      Work through problems 1-10 and 21-24 for Exercise 4.10. When you are done, check your answers against Appendix A.

Navigation

Art History
Biology
Business Administration
Chemistry
Communication
Economics
English
History
Mathematics

Creative Commons License
© Saylor Academy 2010-2018 except as otherwise noted. Excluding course final exams, content authored by Saylor Academy is available under a Creative Commons Attribution 3.0 Unported license. Third-party materials are the copyright of their respective owners and shared under various licenses. See www.saylor.org/open/licensinginformation for detailed licensing information.

Saylor Academy and Saylor.org® are trade names of the Constitution Foundation, a 501(c)(3) organization through which our educational activities are conducted.

Terms of Use | Privacy Policy