Diameter = 5 cm so volume = 4/3*Ï€*(d/2)3 = 65.45 cm3
Then density = 10/64.45 = 0.1528 grams per cm3
Density = (mass) / (volume) = (44 / 106) = 0.4151g/cc (rounded)
Water
the density=mass/volume, so the density is 5.23 g/cm cubed
five
first of all its should be cm3 or ml 10g/10.8ml = 0.9259 g/ml
Density is mass/volume so 10g/15cm^3 = .667 g/cm^3
depends on how thick it is.
Density = 2 kg/mL
Density is just mass per volume (usually g/mL). Take the specified mass, and then just divide it by the specified volume. For example, if you have 10g of a liquid with volume of 5mL, its density is (10g)/(5mL) = 2g/mL.
Density = (mass) / (volume) = (44 / 106) = 0.4151g/cc (rounded)
The formula for density is mass/volume.mass = 10 gramsvolume = 3m3density = 10 g /3m3 = 3.333 g/m3
100 g / 10cm^3 = 10g/cm^3
Density is found by dividing mass by volume. 4/3=1.333333etc g/cm3
Density is mass/volume. For a rectangular block, the volume is [width x height x length].Assuming you meant 10 cm for width, instead of 10g, then:Volume = (10 cm)*(2 cm)*(10 cm) = 200 cm3Density = mass/volume = (200 g)/(200 cm3) = 1 g/cm3
.10g/cm3
Determine the density of the sand. Determine the mass of the sand, and it's volume. Divide the mass by the volume and that gives you density. Then divide the sand's density by the density of water. That will give you the specific gravity of the sand. Because you divide densities, the units cancel out, and specific gravity does not have any units. For example, you determine the density of the sand to be 10g/cm3, and the density of pure water is known to be 1g/cm3. Divide 10g/cm3 by 1g/cm3. The g/cm3 cancel, and you are left with just the number 10. So in this example the specific gravity of sand is 10.
0.5 g/cc