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Spheres in Cubes

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Spheres in Cubes
XTOTHEL
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#5
2011-01-26, 01:22 AM
Let k = R/r

volume of the spheres should be (8pi/3)(s* sqrt(3)/(2+2k))^3 + 4pi/3(k*s* sqrt(3)/(2+2k))^3

so if you were to sub in 1 for s: (8pi/3)(sqrt(3)/(2+2k))^3 + 4pi/3(k sqrt(3)/(2+2k))^3
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Messages In This Thread
Spheres in Cubes - by 2147483647 - 2011-01-26, 12:44 AM
Spheres in Cubes - by XTOTHEL - 2011-01-26, 12:54 AM
Spheres in Cubes - by Cyadd - 2011-01-26, 12:59 AM
Spheres in Cubes - by 2147483647 - 2011-01-26, 01:00 AM
Spheres in Cubes - by XTOTHEL - 2011-01-26, 01:22 AM
Spheres in Cubes - by modular - 2011-01-26, 02:18 AM
Spheres in Cubes - by Russt - 2011-01-26, 02:51 AM
Spheres in Cubes - by 2147483647 - 2011-01-26, 02:55 AM
Spheres in Cubes - by modular - 2011-01-26, 09:31 AM
Spheres in Cubes - by 2147483647 - 2011-01-29, 12:05 AM

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