I'll assume you mean that the material has a volume of 5m3, otherwise i am unable to help you.
Now the formula for density = mass ÷ volume. As we are given a mass in kg and a volume in 5m3, we will calculate the density in kg/m3,
Therefore;
Density = 2 ÷ 5 Density0.4kg/m3
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Volume isn't measured in meters, so it's impossible to answer the question.
mass = density x volume. So with a small rearrangemet we can see that density = mass/volume this gives us: 2000g/800cm3 = 2.5gcm-3 in SI units we have to convert to Kg and Meters so that's 2Kg/8m3 = 0.25Kgm-3
The gallon is a non-SI unit of volume (= 3,785 411 784 liters) and the kilogram is a SI unit of mass ! Note: It is not recommended to use the non-SI units (International System of Units).
The density of a pure substance remains constant regardless of the amount of material because density is an intrinsic property of the substance that is defined by the relationship between its mass and volume. As you increase or decrease the amount of material, the mass and volume both change proportionally, resulting in a constant density value. This is because density is a measure of how tightly packed the particles of a substance are, and this arrangement remains consistent regardless of the quantity of the substance.
yes and no at the same time. grams are units of mass while milliliters are units of volume. But since they are finely tuned to pure water, it turns out that 1.00 grams of water = 1.00 mL of water = 1.00 cubic centimeters of water. the density of pure water is 1.00 g/1mL Water is special, no other substances will fit this nice 1:1:1 ratio.
No, 2 liters of water weigh about 2 kg, but for other substances the weight may vary. This is because weight depends on both volume and density of the substance.
The density is 0.1 kg/m3
The density of the iron piece is calculated by dividing the mass by the volume. In this case, the density would be 2kg / 256 cm^3 = 0.0078 kg/cm^3.
Density is calculated by dividing the mass of a substance by its volume. In this case, the density would be 0.2 kg/L for the given values of 10L and 2kg.
2/5 = 0.4 kg/m3or (2,000 gm) / (5,000 cc) = 0.4 g/cm3
This is simple math. Density=Mass(grams)/Volume(milliliters) so since 3^3=27 then it works out to a simple D=54/27 aka 2. 2kg/L to be exact.
mass = density x volume. So with a small rearrangemet we can see that density = mass/volume this gives us: 2000g/800cm3 = 2.5gcm-3 in SI units we have to convert to Kg and Meters so that's 2Kg/8m3 = 0.25Kgm-3
The gallon is a non-SI unit of volume (= 3,785 411 784 liters) and the kilogram is a SI unit of mass ! Note: It is not recommended to use the non-SI units (International System of Units).
Approx. 1g/ml density so 2kg
density = mass / volume → density_ball = 2kg / 6ml = 1/3 kg/ml ≈ 0.333 kg/ml If you want it in other units: 1 ml = 1 cm³ → density ≈ 0.333 kg/cm³ 1 kg = 1000 g → density ≈ 333 g/cm³ 1 m³ = 1000000 cm³ → density ≈ 333,333 kg/m³ That is one dense material of which the ball has been made (mercury has a density of 13,594 kg/m³, so the material is about 25 times denser than mercury) - have you got your units correct?
Kg are units of mass (or weight) Litres are units of volume. There is no direct conversion because different substances will have different densities. You can only convert Kg to Litres when you know the density. The formula is: Divide the mass by the density. eg Water has a density of 1 so the volume of 2 kg of water = 2/1 = 2 litres eg Mercury has a density of 13.6 so the volume of 2kg mercury = 2/13.6 = 0.147 litres
Oh, what a happy little question! If you compare a 1kg block of solid iron to a 2kg block, the 2kg block does indeed have twice as much iron as the 1kg block. It's like adding another layer of paint to your canvas - it just makes everything a little bit brighter and more wonderful.
The density of a pure substance remains constant regardless of the amount of material because density is an intrinsic property of the substance that is defined by the relationship between its mass and volume. As you increase or decrease the amount of material, the mass and volume both change proportionally, resulting in a constant density value. This is because density is a measure of how tightly packed the particles of a substance are, and this arrangement remains consistent regardless of the quantity of the substance.