3 Additional Integration Techniques and Limits

In this module, you will learn additional integration techniques and limits. The module content is split into four lessons.

Lessons

• Lesson 3.1: Tables of Integrals

• Lesson 3.2: Numerical Integration

• Lesson 3.3: Indeterminate Forms and LʻHospitalʻs Rule

  • Lesson 3.4: Improper Integrals

Module Start & End Dates

Module starts on X and ends on Y.

Show Your Work Problems

Module 3 assignment

Other Information

Project 3:

Trying to evaluate raises a problem: we definitely have the indeterminate form but we can't use L'Hospital's Rule since the denominator's factorial is not a differentiable function.

• 1. Search the internet to find a reasonably reliable web site or page that gives a definition of two functions having asymptotic equivalence (aka being asymptotically equivalent). Submit the definition and the web site/page you used as a reference.

  2. Search the internet to find some version of Stirling's Formula (aka Stirling's Approximation). Submit the formula and the web site/page you used as a reference.

• 1. Use Stirling's Formula to evaluate .