Answer: Let be positive and strictly increasing on the interval Consider the region
Chapter 8, Problem 115(choose chapter or problem)
Let y=f(x) be positive and strictly increasing on the interval \(0<a \leq x \leq b\). Consider the region R bounded by the graphs of y=f(x), y=0, x=a, and x=b. If R is revolved about the y-axis, show that the disk method and shell method yield the same volume.
Text Transcription:
0<a leq x leq b
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