Let me assume some data, and you can follow the procedure.
cylinder length (l)= 3 m
cylinder radius (r)= 0.5 m
cylinder volume= l*r^2*Pi=3*0.5^2*3.14= 2.355 m^3
hence,
the weight that the cylinder can support= cylinder volume * density of water
= 2.355 * 1000
= 2355 (kg)
As you can see, you can build your calculations on a certain cylinder length and you will get the diameter, or vice versa.
Best regards.
Ahmed Yehia
The cylinder will support, at neutral buoyancy, as much weight as the weight of water it could contain, less the weight of the cylinder itself.
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Water.
use a graduated cylinder with the lowest capacity (greater than 26ml) if extreme accuracy is needed, (as I suspect with the small amount stated) I might use a scale, measuring by weight instead of volume (dropper may be needed to add to weight needed).... but you must adjust weight according to specific gravity or the only accurate liquid measured by 25.3 grams weight would be WATER :P
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