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A cylindrical protist has a higher surface are to volume ratio. This is because of the physical properties of spheres (some rather complicated math proves that spheres hold the most volume for their area).
Fullerenes are a form of carbon molecule that is neither graphite nor diamond. They consist of a spherical, ellipsoid, or cylindrical arrangement of dozens of carbon atoms.
cylindrical shape doesn't describe for the bacterial cell shapes
No, liquids do not have a fixed shape. They take the shape of the container they are in.
The two types of photosynthetic mesophyll are -- (i) Palisade cells which are vertically elongated cylindrical cells and (ii) Spongy mesophyll cells that are spherical green cells.
no, its cylindrical
They sometime are and sometimes not. The milk that I buy is not in a cylindrical container. So the mathematical [logical] analysis of the question is that the premise is false and so the question is not valid. Having said that, a sphere is the most efficient shape in the sense that a spherical container required the smallest amount of container material (glass or plastic) for the largest volume of the liquid. However, a spherical container is not stable, and the liquid could spill out. The best stable shape is a cylinder.
The question cannot be answered. Is it about the diameter of the container from which the liquid is poured or of the cups? Is the shape cylindrical (and if so, how tall?) or is it spherical?
spherical, ovoid, cylindrical.
cylindrical bulb is more sensitive than the spherical bulb.
Spherical bearings are round (ball bearings) while cylindrical bearings are in the shape of elongated rods.
The coordinates for equations dealing with cylindrical and spherical conduction are derived by factoring in the volume of the thickness of the cylindrical control. Coordinates are placed into a Cartesian model containing 3 axis points, x, y, and z.
One is cylindrical, one is spherical. So one will have flat ends and will roll well in a straight line, and one is entirely round, rolling well in any direction.
It is a chemical vessel with a spherical body and a cylindrical neck.
to move the trolley in any direction
The formula to find the volume of a object or container in cc (cubic centimeters) depends on its shape. Different formulae are used for spherical, triangular, rectangular, cylindrical, etc. shapes. There is no formula for finding the volume of irregular shapes.
Streamlining - the cylindrical shape 'slices' through the air better than one with sharp edges.