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Approach to compute 3 dim volume

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#integration #measure-theory #lebesgue-integral #volume
860
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Calculating the volume of a revolution's intersection points

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#calculus #integration #volume
124
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Set up the integral for the volume of revolution

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#calculus #integration #volume
3.3k
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Calculate volume of wooden logs by top and bottom perimeter length and total length

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#volume
35
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Volume of $E=\{ (x,y,z)\in \mathbb R^3 | x^2+y^2\le4, x^2+y^2+z^2\le 16 \}$

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#integration #lebesgue-integral #volume
466
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High-dimensional shapes with known volume formulas

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#geometry #volume #big-list #polytopes
462
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volume of a curved cone with ellipse base

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#volume
67
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Calculus calculating work/energy

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#calculus #integration #volume
200
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Calculating the volume under the surface $f(x,y)=e^{-(x^2+y^2)}$

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#geometry #multivariable-calculus #polar-coordinates #area #volume
43
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Conductor as the volume of integers

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#integration #volume #fourier-transform #characters #local-field
838
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calculate base and height frustum

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#geometry #3d #volume
9.3k
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How to prove volume of parallelepiped?

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#3d #volume
106
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Maximizing volume (Grade school problem) Without calculus

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#optimization #contest-math #volume
15.1k
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Solids of revolution around a vertical line

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#calculus #integration #volume
1.9k
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The volume of a sphere in spherical coordinates

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#calculus #volume #spherical-coordinates

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