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Consider the region enclosed by the x-axis and the graph of y= 3/(2x-1) from x=1 to x=3. Find the volume of the solid formed when this region is rotated 360 degrees around the x-axis.
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Im trying the washer method but im having a hard time finding where I should use u substitution
What do you get for the integral.
\[\int\limits_{1}^{3} (3/(2x-1))^2 dx\]
i couldnt put the pi in there for some reason
so should i use everything inside the parentheses as u or should i only use the denominator of the fraction?
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You could put 9 outside the, integral sign
so square everything and then try to do u substitution?
No need for a substitution
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