In Problems 1-12, find the volume of the solid generated when the region 

 bounded by the given curves is revolved about the indicated axis. Do this by performing the following steps. (a) Sketch the region 

. (b) Show a typical rectangular slice properly labeled. (c) Write a formula for the approximate volume of the shell generated by this slice. (d) Set up the corresponding integral. (e) Evaluate this integral. 2. 

5.3.2

Temukan pembahasan soal-soal dari buku ajar perkuliahan yang disusun oleh dosen-dosen terbaik. Solusi yang mendalam dan komprehensif dapat meningkatkan kemampuan kamu.

Chapter 0 - Preliminaries

Chapter 1 - Limits

Chapter 2 - The Derivative

Chapter 3 - Applications of Derivative

Chapter 4 - The Definite Integral

Chapter 5 - Applications of the Integral

Chapter 6 - Transcendental Functions

Chapter 7 - Techniques of Integration

Chapter 8 - Indeterminate Forms & Improper Integrals

Chapter 9 - Infinite Series

Chapter 10 - Conics and Polar Coordinates

Chapter 11 - Geometry in Spaces and Vectors

Chapter 12 - Derivatives for functions of Two or More Variables

Chapter 13 - Multiple Integrals

Chapter 14 - Vector Calculus

Kunci Jawaban Calculus 9th Edition

Pembahasan Soal & Kunci Jawaban Section 5.3 - Volumes of Solids of Revolution_ Shells

5.3.2

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