The specific gravity of gold is 19.3
The mass will be 3.28*19.3 = 63.304 grammes.
Gold.Explanation: Gold has a higher density than water.This means, the value of Mass/volume for gold is more than that of water.Here, the volume is same for both the substances. Then, for the density to vary, the mass should vary because volume is the same. As gold as a higher density, it has more mass than water for the same volume of the substance.
43L of 18-k gold
19.3
To calculate the mass of the gold bar, you first need to find its volume. The volume of the gold bar is 30 cm x 10 cm x 10 cm = 3000 cubic cm. Next, you multiply the volume by the density of gold (19.3 g/cm³) to find the mass. Therefore, the mass of the gold bar would be 3000 cm³ x 19.3 g/cm³ = 57,900 grams.
Density = Mass / Volume Rearranging this gives: Volume = Mass / Density Mass = Density × Volume
The nugget of gold has a volume of 2.6 cm3, and the nugget of pyrite has a volume of 10 cm3.
Since the density of gold is higher than that of iron pyrite, the gold nugget will have a smaller volume than the iron pyrite nugget. This is because for two materials with the same mass, the denser one will occupy less space.
Agreed with your correspodent 'Answer Bot'. However, do not be 'fooled' by iron pyrites'. It is known as 'Fool's Gold' , because its coloiur is very similar to Gold. However, Gold has a rounded form , whereas Iron Pyrites has a more angular form .
The density of the gold nugget is 19.3 g/cm^3. This was calculated by dividing the mass (965 g) by the volume (50 cm^3).
The answer depends on what characteristic of the gold nugget you wish to measure: its mass, weight, volume, density, temperature, electrical conductivity, etc.
Assuming the gold nugget is solid and pure (unlikely in real life!) The volume of the nugget is 77.0 - 50.0 mL = 27.0 mL So density = mass/volume = 521/27.0 = 19.3 g per mL.
With the information given, the density of your nugget is about 19.29 g/cc. The density of gold is given as about 19.3 g/cc, so your nugget fits the density requirements for it to be a gold nugget.
You can make a fairly good guess. What the first part of the experiment is designed to do is find the volume of the irregularly shaped nugget. Archimedes is the first to be recorded as offering this solution to finding the volume of an irregularly shaped object. By submerging the object in water, the experimenter can determine the volume of water the object displaces. By knowing the weight of the nugget and the volume of the nugget, and by comparing that to the known density of gold, you can make a fairly good guess as to whether or not it is gold. Let's look. Your nugget displaced 1.26 ml of water. That's 1.26 cubic centimeters of water. The nugget weighs 24.3 grams. Your nugget weighs 24.3 grams per 1.26 cubic centimeters. Divide this out to find the weight per 1 cubic centimeter: 24.3 grams / 1.26 cc = 19.29 grams per cubic centimeter. The density of gold, its weight per unit of volume, can be looked up with ease. As the known density of your nugget is about 19.3 grams per cubic centimeter, which is the known density of gold, there is a strong case for your nugget to be gold.
The density of the object is given by the mass divided by the volume. In this case, the density is 371g/19.3mL ≈ 19.22 g/mL. Since the density of gold is around 19.32 g/mL, the nugget could be made of gold as the densities are close.
lump, mass, gold, rock
YUPP... if you have a chicken nugget and a gold nugget, they can both have the same mass but the gold nugget is going to weigh one heck of a lot more. (my dad told me this so you betcha its right.)
A small nugget is one that you can only pick up with two fingers , approx .2gm. The holtermans is not a nugget but a mass of gold.