First of all you should look up the density value of pure gold which happens to be 19.3 grams per mL.
Then you compare this with the density value of this gold nugget and you'll find by calculation: 19.22 g/mL. (= 371 g/ 19.3 mL)
The nugget is gold. Trust me, It's the correct answer on online homework
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.
nugget is 175 ml
145cm cubed
225-80=145, and 1mL=1cm3. So it's 145cm3.
27ml
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.
Your "gold" nugget weighs 371 grams. It displaces 19.3 ml of water. The 19.3 ml of water is 19.3 cc of water. (Water weighs 1 gram per cubic cemtimeter.) You have a nugget that weighs 371 grams and has a volume of 19.3 cc. Let's see how much a cubic centimeter weighs by dividing the weight by the volume. 371 g / 19.3 cc = 19.2 g / 1 cc = 19.2 grams per cubic centimeter. As gold has a specific gravity of about 19.3, that means that it is 19.3 times as heavy as an equal volume of water. Water weighs 1g/cc and the nugget weighs 19.2g/cc, so it looks like the nugget may very well be gold. It certainly has about the right density. Remember that a gold nugget isn't pure gold. Its gold content can vary because there is always a bit of silver and/or copper as an alloy in the nugget. And the percent of gold will vary from the high 90's to the low 80's or even less, in some cases.
~58 If iridium has a density of 22.42 g/cm3, 1300 grams of iridium would displace 1300/22.42 grams of water (as water has a density of 1 g/cm3). The shape of the iridium is irrelevant.
Platinum has a density of about 21.45 g/ml 303 grams will therefor displace 14.12 ml or roughly 1/2 ounce (british) of water
If the water is pure and the atmospheric conditions are standard,then 120 cm of water has a mass of 120 grams.120 grams = 0.12 kg.
yes
Volume = Mass / Density, so 100 grams of gold divided by 19.3 g/mL gives a volume of 5.18 mL or 5.18 cubic centimeters. 5.18 mL of gold will displace 5.18 mL of water.
2
nugget is 175 ml
145
No
The one which has a density of 2.5 g/ml (making its volume 8 ml).