I have another question: simply, how would approach this question: Integral of [e ^ (x/pi) * sin x] ^ 2, where it is bounded by that same function, [0, pi], and the x-axis where the solid is revolved about the x-axis. Thanks. The integral above is part of the definite integral for a volume so the original equation is y = e ^ (x/pi) * sin x and I have already squared it and put the pi "outside" of the integral.

- Martingale
**Posts:**333**Joined:**Mon Mar 30, 2009 1:30 pm**Location:**USA-
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it thisI have another question: simply, how would approach this question: Integral of [e ^ (x/pi) * sin x] ^ 2, where it is bounded by that same function, [0, pi], and the x-axis where the solid is revolved about the x-axis. Thanks. The integral above is part of the definite integral for a volume so the original equation is y = e ^ (x/pi) * sin x and I have already squared it and put the pi "outside" of the integral.

what you are trying to compute?

Yes. I'm just trying to compute that integral. I'm not worried about finding the limits of integration for now. Just the integration. Thanks so much for helping out on my problems, Martingale.it thisI have another question: simply, how would approach this question: Integral of [e ^ (x/pi) * sin x] ^ 2, where it is bounded by that same function, [0, pi], and the x-axis where the solid is revolved about the x-axis. Thanks. The integral above is part of the definite integral for a volume so the original equation is y = e ^ (x/pi) * sin x and I have already squared it and put the pi "outside" of the integral.

what you are trying to compute?

- Martingale
**Posts:**333**Joined:**Mon Mar 30, 2009 1:30 pm**Location:**USA-
**Contact:**

Yes. I'm just trying to compute that integral. I'm not worried about finding the limits of integration for now. Just the integration. Thanks so much for helping out on my problems, Martingale.it this

what you are trying to compute?

distribute and use integration by parts