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10 cards from this deck
A 3D object created by rotating a 2D shape around an axis.
Volume by rotating a region between a curve and the x-axis.
For solids with holes, subtracting inner volume from outer.
V = π ∫[f(x)]² dx from a to b.
V = π ∫([f(x)]² - [g(x)]²) dx.
A cylinder is formed by rotating a rectangle.
A cone is formed by rotating a right triangle.
Mixing functions or incorrect integral setup.
Practice is key to mastering volume calculation techniques.
Calculating volumes for tanks and pipelines.
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