calculas
posted by akela .
find the volume of the solid generated by revolving the region about the given line. the region in the first quadrant bound above by the line y=1, below by the curve y=√(sin5x) ,and on the left by the yaxis, above the line y=1

calculus 
drwls
What is the "given line" that the solid volume revolves around?

calculus 
drwls
Should the word "above" in the last line be "about"? Then the question would make sense.

calculas 
Steve
using washers, the volume is
∫[0,π/10] π R^2r^2 dx
where R=2 and r = √(sin5x) + 1
v = ∫[0,π/10] π (4  (√(sin5x)+1)^2) dx
I think you are in trouble.
∫√(sin5x) dx
cannot be evaluated using elementary functions.
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