Thank you! Remember, smallest surface area possible.
119824
All dimensions should equal the cube root of 60, giving you a cube.\n\nIf you know some calculus, you can prove it by setting up the following optimization problem where x, y, and z are the dimensions of the solid:\n\nmin 2xy + 2yz + 2xz\nsubject to:  xyz = 60\n\nThe lagrangian will be:\n2xy + 2yz + 2xz + u(60 - xyz)\nwhere u is the lagrange multiplier.\n\nSet the partial derivatives with respect to x, y, z, and u equal to zero and solve. You'll get x = y = z, so they all must equal the cube root of 60.\n\nI'm not sure how to prove this without using calculus, but it's right.
33984
Several, actually. First, surface tension of the soap holds it together. With equal pressure inside, all surface points are equally stressed outward. And the sphere is the smallest surface area available to a certain volume. Same applies to raindrops.
282380
To find area you multiply the length times the width. It's pretty easy once you know
380982
10 micron.  no need to give long detailed answer to a simple question!!
392953
surface area = (2 * pi * r^2) + (2 * pi * r * h)\nh = 5, surface area = 100 (put in units later)\n\n100 = (2 * pi * r^2) + (2 * pi * r * 5)\n2pi*r^2 + 10pi*r - 100 = 0\n\nNow bring in the best equation in the world. (Quadratic Formula)\nx = (-b +- sqrt(b^2 - 4ac)) / 2a\n\nr = (-10pi +- sqrt(100pi^2 + 800pi) / 4pi\n\nThrow the negative out, because length cannot be negative.\n\nr ~ 2.21cm
220363
Smaller than a refrigerator. It would be a single point. The event horizon surrounding it would be another matter.
464420
the size and texture.
667006
How about the volume of the container minus the sum of the volume of the spheres.
160291
HELL YES.  5 inches is tiny.  I like the 8 inches.
571431
The smaller circle will be closest.
315009
Answer A) Small size & rocky surfaces
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PM me i can hekp you\n\ninstal qtpartision magic\n\nright click on the drive shown on the top which you want to be smaller\n\nthen give more space to the partision you wanna have more space\n\nnote:\nyour partisions must be close to eachother
436238
Just about anything small/miniatue is cute...think about it.
273033
It's not that think. It feels real smooth. There's always some kind of hole. Microscopic at the smallest and about 1/4 sq. inch at the most.
207840
It depends what it looks like.\nWithout seeing the actual picture I cannot find the area.
392617
BEcause Na+ is smaller in size.
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Milliliter\n\nKilogram