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...side; thus far, no one has been able to find any special reason for this [[ratio]].

...a sphere is <math>\frac{4}{3} \pi r^3</math>. The sphere has a smaller [[ratio]] of [[surface area]] to [[volume]] than any other [[Euclidean geometry|Euc ...perties such as its constant curvature and its uniquely low area-to-volume ratio, spheres occur often in natural objects and phenomena. Of course, these sp

...ctor of ''r'', then the Hausdorff dimension is the additive inverse of the ratio of the logarithm of ''N'' to the logarithm of ''r''. Smooth and continuous

...d by numerous canals and artificial inlets, giving it possibly the largest ratio of coastline to area of any nation on Dadauar (though [[Zayatis]] has it be

...hole's diameter&mdash;that is, at any given position in the mousehole, the ratio of the object's linear size to the diameter of the mousehole will be consta

...than for the main structure of the edifices; counting those skeletons, the ratio comes out to about 10.5 skeletons per square meter of structural elements.

...nt of the tcerot's [[volume]], giving it perhaps the largest brain to body ratio of any Icathirian folk&mdash;though given the tcerot's small size, it may h

...h leap years and lag years at different intervals to achieve the correct [[ratio]].