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Is integration a way of calculating the volume of the same function equation with an additional dimension or is it always completely new volume rotated about an axis ie a circle to a sphere?
Wiki User
∙ 11y ago
Geometrically the definite integral from a to b is the area under the curve and the double integral is the volume under the surface. So just taking the integral of a function does not yield the volume of the solid made by rotating it around an axis. An integral is only a solid of revolution if you take an infinite sum of infinitesimally small cylinders that is the disk method or you do the same with shells.
Wiki User
∙ 11y ago
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What is more accurate water displacement of a volume or measuring their dimensions and calculating?
That depends on the shape. If it is a uniform configuration with simple sides or walls where accurate dimension are used then calculating the volume is more accurate. If the cavity is of a unusual shape such as the combustion chamber for a cylinder head on an engine, then water displacement is more accurate. With modern software, dimension for such a cavity can be calculated by computer. However, variation to the cavity when machined or cast will never be the same as the computer model. R. Clontz
What has the author Gunnar Skogmar written?
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Does nine plus ten equals twenty one?
No because 9+10 = 19No 9+10 is 19No, it's 19.Yes any number or word when added together or even matter could be something completely opposite in another dimension than what it is or is called in our dimension for example; in another dimension what we call nine could be eleven and when you add that to ten you would get what we call in our dimension twenty-one but what people in other dimensions twenty -one could be a completely different thing. Twenty-one could even be what they call there shoes or anything else. So yes nine plus ten can be twenty-one.
