The metal block's density is about 13.636 g/cm3
They you are the proud owner of a block of metal with a volume of 56 cubic centimetres and a mass of 153 grams. Enjoy!
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Density = Mass/Volume = 25g/5mL = 5 g per mL
If the water is at standard temperature and pressure (25 degrees Celsius and one atmosphere), the water has density of 1 kilogram per liter. When submerged, the metal displaces its own volume of water. Therefore, the volume of the metal is 1 liter, and the density of the metal is 6 kg/liter.
Density = Mass/Volume = 16/2.8 g/mL = 5.714 grams per mL (approx).
Density is mass divided by volume. D = (750g/55cm3) D = 13.63636 g/cm3
Density = Mass/Volume = 13.6 g/cm3
The metal block will displace a volume of water equal to its own volume. By measuring the volume of water displaced, you can then determine the mass of the metal block - as long as you know the density of water (1 gram per cubic centimeter).
Just divide the mass by the volume.
Mass
-4.22
what is the unit for the mass density = mass over volume volume= length*height*width check the units whether you need to convert or no and then complete it
The density of the metal block is 10.5 g/cm^3. This is calculated by dividing the mass (525 g) by the volume (50 cm^3).
The density of the metal block is mass divided by volume. You would need to know the specific values of mass (in grams) and volume (in cubic centimeters) to calculate the density. The formula for density is Density = Mass / Volume.
Density is the mass of the object divided by its volume. By this principle, to determine the density of a metal, place the metal onto a scale to measure its mass. After this, place the metal into a beaker of water and measure the volume change in the beaker. Divide the mass by the volume and you get the density.
The density of the metal in a crushed can remains the same as the density of the metal before the can was crushed. While the volume of the can decreases when it is crushed, the mass of the metal remains constant. Therefore, the density, which is mass divided by volume, remains unchanged.
The density of the metal is 8750 kg/m³. Density is calculated by dividing the mass of an object by its volume.