Surface Area of Revolution By Integration Explained, Calculus Problems, Integral Formula, Examples

This calculus video tutorial explains how to find the surface area of revolution by integration. It provides plenty of examples and practice problems finding the surface area generated by a region or curve when rotating about the x axis or y terms. This video provides the two integral formulas that you need and how describes how to find the radius in terms of x or y variables. Integration techniques needed to solve problems include u-substitution , simplifying radicals, and factoring perfect square trinomials.

Antiderivatives:
   • Antiderivatives  

U-Substitution - Indefinite Integrals:
   • How To Integrate Using U-Substitution  

1st Order Differential Equations:
   • Separable First Order Differential Eq...  

Initial Value Problem:
   • Initial Value Problem  

Area Between Two Curves:
   • Area Between Two Curves  

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Disk and Washer Method:
   • Disk & Washer Method - Calculus  

Volume By The Shell Method:
   • Shell Method - Volume of Revolution  

Volume By Cross Sections:
   • Volumes Using Cross Sections - Calculus  

Arc Length Calculus Problems:
   • Arc Length Calculus Problems,  

Surface Area of Revolution:
   • Surface Area of Revolution By Integra...  

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Work Problems - Calculus:
   • Work Problems - Calculus  

Integration By Parts:
   • Integration By Parts  

Trigonometric Integrals:
   • Trigonometric Integrals  

Trigonometric Substitution:
   • Trigonometric Substitution  

Integration By Partial Fractions:
   • Integration By Partial Fractions  

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