Rotation of solid using parametric equations

scottshannon

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67411906_380460149327298_657971509230305280_o.jpg67411906_380460149327298_657971509230305280_o.jpg I have tried to take the integral [pi*y^2] dx from 0 to pi/2 which is integral sin^2(x)/cos^2(x) but the integral diverges. How do I do the problem?
 
Please show the specifics of your work. How do you get sin^2(x)/cos^2(x) ? I would expect to use an integral with respect to t, not x. I would certainly not expect to see the sine of x, which itself is the tangent of t.
 
Of course the integral diverges. Look at your graph. You have a horizontal asymptote [MATH]y=1[/MATH] and the graph goes off to [MATH]x \to \infty[/MATH]. I'm guessing you have stated the problem incorrectly or incompletely.
 
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