No, the density of gold remains constant regardless of its size. Density is a physical property of a substance that is determined by its mass and volume, so as long as the material remains the same, the density will also remain constant.
The metal with the lower density occupies more volume, so it would displace more water. Density of silver = 10.49 g/cm-3 , density of gold = 19.3 g/cm-3, Silver's displacement is greater.
One L of gold would have a mass approximately 19 times that of 1 L of water. This is because the density of gold is ~19 x that of water.
The density of gold is approximately 19.32 grams per cubic centimeter. To calculate the density when the mass is 5.00 grams, you would need to know the volume of gold. Without the volume, the density cannot be determined.
To calculate the volume of the gold bar, we first need the density of gold. The density of gold is approximately 19,320 kg/m^3. Using this value, we can calculate the volume of the gold bar by dividing the mass of the bar (25 kg) by the density of gold. This would give us the volume of the gold bar in cubic meters.
If you use the definition of "density" as mass/volume, then yes. That's the standard definition.However, it is also possible to define density as weight/volume.
Density and fracture would help you decide whether the nuggets gold
The density of gold is the same regardless of its form, which is approximately 19.3 g/cm^3. Therefore, the density of gold in a ring and in a necklace would be the same if they are made of the same type of gold alloy.
you could do a density test. If you measure the mass of the object and divide it by the volume (displacement test would be easiest) then you have calculated the density. the density of gold is 19.3 so if you get something close to this then it is gold.
You could compare the measured density of the bar of metal to the known density of pure gold (19.32 g/cm³). If the measured density matches the density of pure gold, there is a high likelihood that the bar is made of pure gold. If the measured density is significantly different, then the bar is likely not pure gold.
relative density is related to the density of water. i.e. a relative density of 19.3 means that it has a density 19.3 times the density of water. The density of water is 1g/ml therefore the density of gold is 19.3g/ml
5 cm3 of gold would have a greater mass than 5 cm3 of silver because gold has a higher density than silver.
I would rather buy gold on the Moon because the gravitational force is weaker there, which means I would get more gold for the same weight compared to Earth. Since weight is the force exerted by gravity, a lower gravitational pull on the Moon would make gold less heavy and therefore cheaper to buy by weight.
A gold object would displace more water than a silver object of the same size because gold is denser than silver. Density is mass divided by volume, so an object with a higher density will displace more water.
None they would have the same..
The density of gold, which is rather soft and dense, is 19.3g/cm^3.
To find the density of gold, you would need to divide the mass of the gold sample by its volume. The density of gold is typically around 19.3 grams per cubic centimeter. So, if you have the mass and volume of the gold sample, you can use this information to calculate its density.