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Using CAD (computer-assisted design), an architect programs a computer to sketch the shape of a swimming pool designed between the curves $$y=\frac{800 x}{\left(x^{2}+10\right)^{2}} \quad y=0.5 x^{2}-4 x \quad x=8$$ (dimensions in $m$ ). Find the area of the surface of the pool.
Calculus 2 / BC
Chapter 26
Applications of Integration
Section 2
Areas by Integration
Campbell University
University of Michigan - Ann Arbor
University of Nottingham
Idaho State University
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Sketch the region enclosed…
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An above-ground swimming p…
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So here we have. Why one whites You? I hadn't took their driven this. We're looking for something like this. And we find the points of expert, which the drifters are equal. So be changing. That's Mr minus 6.25 So if we put this in, you should be equal at 6.25 You're here yet? 3.1 to 5 was K is equal to 6.25 That tells us Kate is 3.1 to 5. So, x, I'm gonna safety in April from 0 to 6.25 Multiplied by two. So on the integral of plane. Oh, it's X squared minus X plus three points. 1 to 5 from Syria to 6.25 and two. Time's up. I'm gonna put that My calculator knows how. I have two times 6.51 So my final answer will be about 13.2
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