Since the silver ore is an irregular shape you will have to measure its volume by its displacement of water. The meaning of small is subjective.
1) If small means the size of your thumbnail or less then
2) If the ore piece is too big to fit into the measuring cylinder then
If you use g/cm3 you can compare the density of your ore with known density of silver (from the internet) to see how pure the ore is.
If you do not have a measuring cylinder then use the best equipment you have. Never use a beaker as they can have up to a 20% error. Method 2 can be used with any size container for any size object.
The small piece of aluminum will have greater density than the large piece of aluminum. Density is mass divided by volume, so for the same material, a smaller piece will have more mass per unit volume compared to a larger piece.
That depends. If the two different silver masses contain different impurities, then the answer is yes, but it would very only slightly so as to be almost negligible. In general, any two or more objects that are made up of the same substance have the exact same density. The size of the sample is not a factor of its density (assuming the size increase is not due to heat), since density = mass/volume.
It is called a hydrometer.Also, density equals mass divided by volume.See the Related Questions to the left for more information about hydrometer and density.yup
To measure the density of a small pendulum bob, you would first determine the mass of the bob using a balance. Then, measure the volume of the bob by immersing it in a graduated cylinder filled with water and recording the change in water volume. Divide the mass of the bob by its volume to calculate the density.
The jewelry metal hidden in a packet of Persil is likely a small silver or gold charm as part of a promotional giveaway. It is not a substantial piece of jewelry, but rather a small token included in select packages for marketing purposes.
A precision balance would be the best tool to measure the density of a small piece of silver ore. Weigh the sample accurately on the balance, then calculate the density by dividing the mass by the volume of the sample.
A scale and a graduated cylinder can be used to measure the mass and volume of the silver ore, respectively. By dividing the mass by the volume, you can calculate the density of the silver ore.
A small piece of lead has the greatest density among the options listed. Lead has a high density compared to water, icebergs, and aluminum.
The density of the small piece of matter and the large piece of matter is the same because density is a characteristic property of a material and is independent of the amount or size of the material. Density is calculated by dividing the mass of an object by its volume, so as long as the material is the same, the density will remain constant.
The small piece of aluminum will have greater density than the large piece of aluminum. Density is mass divided by volume, so for the same material, a smaller piece will have more mass per unit volume compared to a larger piece.
The same.
yes
The density of a small piece of matter and a large piece of matter would be the same if they are made of the same material. Density is a physical property that remains constant regardless of the size or shape of the object, as long as the material composition is consistent.
1 gram of silver is a small amount, equivalent to about the weight of a small paperclip. It would appear as a small shiny metal piece or pellet.
That depends. If the two different silver masses contain different impurities, then the answer is yes, but it would very only slightly so as to be almost negligible. In general, any two or more objects that are made up of the same substance have the exact same density. The size of the sample is not a factor of its density (assuming the size increase is not due to heat), since density = mass/volume.
It is called a hydrometer.Also, density equals mass divided by volume.See the Related Questions to the left for more information about hydrometer and density.yup
Density refers to the mass of a material in a given volume (same volume for all materials)