the sides of the cubical box would be 7 meters
If it is a cubical block, the volume is simply length x height x width.
A cubical box with edges 1 yard long has a volume of 1 yard³, which is equal to 27 cubic feet (since 1 yard = 3 feet, and 1 yard³ = 3³ = 27 cubic feet). Each block has a volume of 1 cubic foot (since its edges are 1 foot long). Therefore, to fill the cubical box, you would need 27 blocks.
This depends on what you mean by "it". The volume of the original cube is V = (80 cm)³ = 512,000 cm³. If the volume is decreased by 10%, then multiply the volume of the original cube by 0.9 to get 406,800 cm³. Otherwise, if the length of the cube is decreased by 10%, then: V = (80 cm * 0.9)³ ≈ 373248 cm³
To determine how many times greater the volume of a new prism is compared to the original prism, you need to divide the volume of the new prism by the volume of the original prism. This ratio will give you the factor by which the volume has increased. For example, if the new prism has a volume of 120 cubic units and the original prism has a volume of 30 cubic units, the new prism's volume is 4 times greater.
No. The expansivity is on a per unit basis just like the specific heat or density is.
Cubical expansion refers to the increase in volume of a substance as it is heated. This expansion can be calculated using the coefficient of cubical expansion, which quantifies how the volume of a material changes with temperature.
the sides of the cubical box would be 7 meters
Cubical expansion refers to the increase in volume of a substance when its temperature increases. It is governed by the coefficient of cubic expansion, which quantifies how much the volume of a substance changes with temperature.
10
27000 mL
If it is a cubical block, the volume is simply length x height x width.
Cubical expansion is the increase in volume that occurs when a substance is heated. This expansion is directly proportional to temperature change, as the molecules in the substance gain kinetic energy and move apart, causing the overall volume to increase. The amount of expansion can be calculated using the coefficient of cubical expansion, which varies for different materials.
Since, this is a cubical block, It can be length * breadth* height..
The volume of an oblong is: volume = length x width x height As the box is cubical, ie is a cube, all sides are of equal length, thus: volume_cube = side x side x side = side3 So, given the volume: side = cube_root(volume) ie, take the cube root of the volume of 2.197cm3.
It is 0.015625 millilitres.
9 cause the volume is 9