Find the volume of the solid generated by revolving about

Chapter , Problem 14PE

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Find the volume of the solid generated by revolving about the x-axis the region bounded by \(y=2 \tan x\), \(y=0, x=-\pi / 4\), and \(x=\pi / 4\). (The region lies in the first and third quadrants and resembles a skewed bowtie.)

Equation Transcription:

y = 2 tan x

y = 0, x = ⎯/4

x = /4

Text Transcription:

y = 2 tan x

y = 0, x = ⎯pi/4

x = pi/4

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