Mass = (Density)/(Volume)
Make sure you convert your density to gallons.
To calculate the mass of a 600 ml sample of seawater, you need to know the density. If the density of seawater is approximately 1.025 g/ml, the mass can be calculated using the formula: mass = density × volume. Therefore, the mass of the seawater would be approximately 600 ml × 1.025 g/ml = 615 grams.
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
One gallon of seawater contains approximately 3.5% salt by weight, which translates to about 2,640 teaspoons of salt. This means there are roughly 93 teaspoons of salt in one gallon of seawater. However, the exact amount can vary depending on the location and specific salinity of the seawater.
"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.
To calculate the mass of a 600 ml sample of seawater, you need to know the density. If the density of seawater is approximately 1.025 g/ml, the mass can be calculated using the formula: mass = density × volume. Therefore, the mass of the seawater would be approximately 600 ml × 1.025 g/ml = 615 grams.
Sodium would be 0.99%
1 Imperial gallon has a mass of 14.9 pounds, approx.
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 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
The mass and weight of a gallon of sea water depend upon the temperature and salt concentration in the sea water. Assume T = 60.0 F and C sub salt = 4.0 mass percent d = ( 64.0 lbm / ft^3 ) ( 1.0 ft^3 / 7.4805 gal ) = 8.56 lbm / gal m = ( d ) ( V ) m = ( 8.56 lbm / gal ) ( 1.0 gal ) = 8.56 lbm <-----
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.
Divide 158 by 156. The answer is the density in grams per ml. In this case, very close to 1 g/ml Density = MASS divided by VOLUME
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.