Wiki User
∙ 6y agoice=0.9167
Keely Brakus
Jesus Cordova
is asample of ce is 1.0 cm and mass of 0.9g what is the density of the ice
Wiki User
∙ 14y agoMass = volume x density Given volume = 16 cm3. Density 0.920 g/cm3
So mass = 14.72 g.
Ice density is 0,9167 g/cm3 at oC.
No, as long as it is the same peice of ice. The volume and the density change but not the mass
To calculate the density of any object all you need to do is measure the mass and volume. Density = mass/volumeThe density of ice is less than water(which is why only the top of lakes freeze in the winter). For those that want to find the density while it is floating in water look below: Imagine a cube of ice floating in water. In order for it to float the force of gravity on the ice must equal the force of buoyancy on the ice. The force of buoyancy as described by Archimedes is equal to the mass of water displaced by the ice. Lets say the ice is x cm below the level of the water. then: force buoyancy = (density of water)*volume*gforce buoyancy = (density of water)*(area of ice cube)*x*g where g is the acceleration due to gravity equating this to the force of gravity gives: (density of water)*x = (density ice)*(total height of cube) hope that helps.
Volume and density are inversely related. As volume increases, density decreases, and vice versa. This means that if you increase the volume of a substance while keeping its mass constant, the density will decrease, as the same amount of mass is spread out over a larger space.
No, the density of an object remains the same whether it is solid or liquid, as density is a physical property that depends on the mass and volume of the material. When a solid object melts, it simply changes state from solid to liquid without changing its density.
volume*density
When the volume of an object decreases while its mass remains the same, the object's density increases. This is because density is defined as mass divided by volume, so if mass stays constant while volume decreases, the quotient (density) increases.
This density is measured by several methods; the simplest is with the formula density=mass/volume.
When you freeze water it expands, but does not gain mass, this means it's the same mass but now it is a higher volume. Density=mass over volume. More volume= less density.
Nothing happens to the density. It's a property of the . The density is the same regardless of how large a piece you have. That's why density is a useful concept. It tells you something that's true of the regardless of what size sample you're holding.A large block of ice has the same density as a small ice cube.The 49¢ sample of Acme soap has the same density as the $1.49 family-size bar of Acme soap.
Ice density is 0,9167 g/cm3 at oC.
This is the density.
No, as long as it is the same peice of ice. The volume and the density change but not the mass
1kg = 1000g ice will have volume: Density = mass /volume Volume = mass / density Volume = 1000/0.92 Volume = 1,086.95ml = 1,087ml 1,087 ml = 1.087 liters.
To calculate the density of any object all you need to do is measure the mass and volume. Density = mass/volumeThe density of ice is less than water(which is why only the top of lakes freeze in the winter). For those that want to find the density while it is floating in water look below: Imagine a cube of ice floating in water. In order for it to float the force of gravity on the ice must equal the force of buoyancy on the ice. The force of buoyancy as described by Archimedes is equal to the mass of water displaced by the ice. Lets say the ice is x cm below the level of the water. then: force buoyancy = (density of water)*volume*gforce buoyancy = (density of water)*(area of ice cube)*x*g where g is the acceleration due to gravity equating this to the force of gravity gives: (density of water)*x = (density ice)*(total height of cube) hope that helps.
Density = mass/volume = 18.75 g/3.1 cc = 6.0 g/cc (2 sig figs)
The mass of ice is typically less dense than rock, so ice typically has a lower mass compared to an equal volume of rock. The exact mass of ice and rock would depend on the volume and density of each material.