It depends on the size of the disappearing sphere. If a small sphere disappeared then air from adjoining space would move in and balance would soon be be restored. However, if a large sphere disappeared then the adjustment could involve extreme turbulence.
Volume of the sphere varies as the cube of the radius.Tripling the radius increases the volume by a factor of (3)3 = 27.It takes 27 spherical volumes with radius 'r' to fill one spherical volume with radius '3r'.
The substance retains its spherical shape and volume of 50 mL regardless of the container, indicating that its physical properties are not affected by the shape of the surrounding space. The volume of the substance remains constant at 50 mL, whether in the square box or the circular tube. This demonstrates that the shape of the container does not alter the intrinsic properties of the substance itself.
Most efficient use of space. More volume inside than any other configuration.
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).
Density decreases
The spherical shape is the smallest surface area for a given volume. This comes about naturally when a surface under pure surface tension contains a fluid volume.
A sphere volume = 4/3 pi r cubed
make it spherical
The earth is a spherical shape and the volume of a sphere is: 4/3*pi*radius3
Volume
is the diameter of a sphere having same volume as that of the paricle.
Volume of a sphere = 4/3*pi*radius3 measured in cubic units
What is the radius of a sphere is given by the formula r 0.7 5V 13 .that has a volume of 32 3 cubic meters where V is its volume. Find the radius of a spherical tank
volume of spherical = 4/3*Pi*Radius^3 = 4/3*3.14*32^3=137188
Density = mass / volume since earth is nearly spherical, Volume = (4/3)pi x r3 find volume, then divide this into the mass.
i need the height dude what is the height?
V=(4/3)*pi*r^3