Cube Density Calculator:
Enter the values of cube’s mass, m(kg), length, L(m), width, W(m) and height, H(m) to determine the value of Density of a cube, ρ(kg/m3).
Cube Density Formula:
Density is a measure of mass per unit volume for a substance, typically expressed in kilograms per cubic metres. It quantifies how much mass is contained within a specific volume.
In the context of a cube, density is determined by dividing the cube’s mass by its volume. The mass of a cube refers to the total amount of matter it contains, while the volume of a cube is calculated based on its dimensions.
For a cube, the volume is the product of its length, width, and height, given that all sides of a cube are of equal length.
Higher density means a substance has more mass packed into a given volume, affecting its buoyancy, stability, and structural integrity.
A heavier cube (more mass) will have a higher density if its dimensions (L, W, H) stay the same.
A cube with a smaller volume (due to smaller L, W, or H) will have a higher density even if its mass stays the same. This is because the same amount of mass is packed into a smaller space.
Density of a cube, ρ(kg/m3) in kilograms per cubic metres is equal to the cube’s mass, m(kg) in kilograms divided by the product of its length, L(m), width, W(m) and height, H(m) in metres.
Density of a cube, ρ(kg/m3) = m(kg) / L(m) * W(m) * H(m)
ρ(kg/m3) = cube density in kilograms per cubic metres, kg/m3.
m(kg) = mass in kilograms, kg.
L(m) = length in metres, m.
W(m) = width in metres, m.
H(m) = height in metres, m.
Cube Density Calculation:
- Find Cube density:
Given: m(kg) = 100kg, L(m) = 2m, W(m) = 2m, H(m) = 2m.
Density of a cube, ρ(kg/m3) = m(kg) / L(m) * W(m) * H(m)
ρ(kg/m3) = 100 / 2 * 2 * 2
ρ(kg/m3) = 12.5kg/m3.
- Find mass:
Given: ρ(kg/m3) = 500kg/m3, L(m) = 0.5m, W(m) = 0.5m, H(m) = 0.5m.
Density of a cube, ρ(kg/m3) = m(kg) / L(m) * W(m) * H(m)
m(kg) = ρ(kg/m3) * L(m) * W(m) * H(m)
m(kg) = 500 * 0.5 * 0.5 * 0.5
m(kg) = 62.5kg.