1 Imperial gallon has a mass of 14.9 pounds, approx.
1 gallon = 1 gallon
0.06 gallon in 1 cup. 1 gallon = 16 cups 1 cup =0.23 gallon
A gallon is converted in liquids which is 1 gallon=3.80 liters
1 gallon = 16 cups 1 cup =0.23 gallon
"Kg" is a unit of mass. "Gallon" is a volume of space. The gallon may be completely empty, with no mass in it. If the gallon of space has any mass at all in it, then the amount of mass depends on what substance is in the gallon.
Sodium would be 0.99%
Well, 1 pint of water weighs roughly one pound, so 1 gallon would be about 8 pounds. Of course it's a lot easier in SI units, where you can just count by tens. 1 liter weighs 1 kg. Done. A gallon of fresh water weighs between 8.33 lbs. and 8.34 lbs. Seawater, on average, weighs 1.028 times more. So, seawater weighs about 8.56 lbs. per gal. Seawater varies in weight depending on the mineral content, so the above is just a suggested avg.
1 Imperial gallon has a mass of 14.9 pounds, approx.
The weight per gallon of seawater varies depending on its density, typically ranging from around 8.6 to 8.8 pounds per gallon. This is due to the presence of dissolved salts and minerals in seawater, which increases its density compared to freshwater.
1 US gallon has a mass of 4.0 to 4.1 kg.
A cm is a centimeter which is a unit of length and a gallon is a unit of mass. they are different mesures
To find how much salt can be obtained, we need to calculate the mass of NaCl in 274 g of seawater. Since the concentration of NaCl in seawater is 3.5 g per 100 g of water, the mass of NaCl in 274 g of seawater is 9.59 g. Therefore, 9.59 g of salt can be obtained from 274 g of seawater.
The density of the seawater sample is calculated by dividing the mass (158 grams) by the volume (156 ml). Therefore, the density of the seawater sample is approximately 1.01 grams per milliliter.
The mass of 1000 cm^3 of seawater can be calculated by multiplying its density (1.04 g/cm^3) with the volume (1000 cm^3). Mass = Density x Volume Mass = 1.04 g/cm^3 x 1000 cm^3 Mass = 1040 grams Therefore, the mass of 1000 cm^3 of seawater is 1040 grams.
(Is that a question? That is a statement.) A gallon is a measure of volume, of how much space the fluid occupies. 1 gallon of milk has the same volume as 1 gallon of orange juice. They occupies the same amount of space. Different fluids have different densities. Density is how much mass occupies a given volume. If the density of one fluid is greater, it has more mass, and it weighs more. A gallon is a gallon.
Ounces is a measure of mass, gallon is a measure of volume. So, the answer would depend on the density of the substance. For example, a gallon of a perfect vacuum has zero mass; a gallon of matter in a neutron star has a mass of millions of tons.Ounces is a measure of mass, gallon is a measure of volume. So, the answer would depend on the density of the substance. For example, a gallon of a perfect vacuum has zero mass; a gallon of matter in a neutron star has a mass of millions of tons.Ounces is a measure of mass, gallon is a measure of volume. So, the answer would depend on the density of the substance. For example, a gallon of a perfect vacuum has zero mass; a gallon of matter in a neutron star has a mass of millions of tons.Ounces is a measure of mass, gallon is a measure of volume. So, the answer would depend on the density of the substance. For example, a gallon of a perfect vacuum has zero mass; a gallon of matter in a neutron star has a mass of millions of tons.