Difference between revisions of "Volume"

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(The Gabriel's horn article needs a better definition.)
 
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A place where nobody dared to go
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The '''volume''' of a [[geometric]] figure is a quantity indicating how much 3-dimensional space an object occupies.
The love that we came to know
 
They call it Xanadu
 
  
And now
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Formulas for volume include:
Open your eyes and see
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*For a [[cube]]: V = r<sup>3</sup>
What we have made is real
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*For a [[sphere]]: V = <sup>4</sup>/<sub>3</sub>πr<sup>3</sup>
We are in Xanadu
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*For a [[cylinder]]: V = πr<sup>2</sup>h
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*For a [[cone]]: V = <sup>1</sup>/<sub>3</sub>πr<sup>2</sup>h
  
A million lights are dancing
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For more abstract objects, the volume is obtained by triple [[integral|integration]].  The formulas above can be calculated this way, and that is a common exercise in integral calculus.
And there you are
 
A shooting star
 
An everlasting world
 
And you're here with me
 
Eternally
 
  
Xanadu, Xanadu,
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[[Category:Geometry]]
(now we are here)
 
In Xanadu
 
Xanadu, Xanadu,
 
(now we are here)
 
In Xanadu
 
 
 
Xanadu, your neon lights will shine
 
For you, Xanadu
 
 
 
The love
 
The echoes of long ago
 
You needed the world to know
 
They are in Xanadu
 
 
 
The dream
 
That came through a million years
 
That lived on through all the tears
 
It came to Xanadu
 
 
 
A million lights are dancing
 
And there you are
 
A shooting star
 
An everlasting world
 
And you're here with me
 
Eternally
 
 
 
Xanadu, Xanadu,
 
(now we are here)
 
In Xanadu
 
Xanadu, Xanadu,
 
(now we are here)
 
In Xanadu
 
 
 
Now that I'm here
 
Now that you're near in Xanadu
 
Now that I'm here
 
Now that you're near in Xanadu
 
Xanadu...
 

Latest revision as of 19:45, August 24, 2013

The volume of a geometric figure is a quantity indicating how much 3-dimensional space an object occupies.

Formulas for volume include:

For more abstract objects, the volume is obtained by triple integration. The formulas above can be calculated this way, and that is a common exercise in integral calculus.