To convert parts per million (ppm) to grams per kilometer (g/km), you can use the formula:
[ \text{g/km} = \text{ppm} \times \frac{\text{mass of the substance}}{\text{mass of the solution}} \times \frac{1 \text{ km}}{1,000,000 \text{ g}} ]
Assuming a 1 kg mass of solution (1,000 g), the conversion simplifies to:
[ \text{g/km} = \text{ppm} \times 0.001 ]
Thus, for every 1 ppm, you have 0.001 g/km.
2.5 g per mL = 2,500 g per Litre.
To convert grams per 100 grams (g/100g) to grams per 100 milliliters (g/100ml), you need to know the density of the substance. Use the formula: g/100ml = (g/100g) × (density in g/ml). Simply multiply the grams per 100 grams by the density of the substance to obtain the grams per 100 milliliters.
5 grams per 10,000 liters = 5 X 10-4 grams/liter = 0.5 ppm w/v ppm stands for parts per million. w/v stands for weight to volume.
Times the number of kilograms by one thousand.
You must first convert kg to g by multiplying kg by 1000 since there are 1000 g per kg.
No. ppm is a pure number - a ratio. g per kwh is a measure of mass per energy with dimensions: [L-2][T2]
To convert the concentration of Sr2+ from grams per kilogram to parts per million (ppm), you can use the following formula: 1 ppm = 1 mg/L = 1 mg/kg. Given that the concentration is 0.0079 g/kg, you can convert this to 7.9 mg/kg or 7.9 ppm.
To convert from g/t to ppm, we need to multiply by 1,000 because 1 ppm is equivalent to 1 mg/kg. Therefore, 2.88 g/t is equal to 2.88 mg/kg or 2.88 ppm.
To convert from parts per million (ppm) to grams per cubic meter (g/m3), you need to know the density of the substance in question. The conversion factor will vary depending on the substance's density.
To calculate the concentration of acetone in ppm (parts per million), you would first convert the mass of acetone to grams (23.2 mg = 0.0232 g). Then you would divide the mass of acetone by the total mass of the solution (0.0232 g acetone / 2000 g water) and multiply by 1,000,000 to convert to ppm. Therefore, the acetone concentration would be 11.6 ppm.
mili .001 80 ppm (part per million) .00008 grams .00008 -> .08mg
There are several ways to go about this. If you want to determine ppm of a solute in water for example, you can determine the number of grams of water in 1 L by its density (1.0 g/mL=1000.0 g/L). Therefore, 1L of water has a mass of 1000.0 grams. If you add 1 gram of a solute to this, you end up with 1 gram, solute per 1000.0 grams solvent (1 part per thousand). Converting from ppt to ppm is done by multiplying by 1000; or, in this example, 1 ppt=1000ppm.
Write an equation representing the ppm concentration: ppm = mass solute (mg) ÷ volume solution (L) Extract the data from the question: mass solute (NaCl) = 0.0045 g. ... Convert the mass in grams to a mass in milligrams: mass NaCl = 0.0045 g = 0.0045 g × 1000 mg/g = 4.5 mg.
To convert mg per g to g per 100g, you need to divide the mg per g value by 10. For example, if something is 20 mg per g, it would be 2 g per 100g.
To convert ppm mole of H2O to ppm wt in natural gas, you need to know the molecular weight of water (H2O), which is 18 g/mol. Once you have this information, you can use it to convert between the two units. This conversion involves considering the molecular weight of the components in the mixture.
For measures such as parts per million, both quantities MUST be measured in units with the same dimensions. Here one is measured in micrograms (dimensions = [M]) and the other in millilitres (dimensions = [L3]).
To calculate the concentration in ppm, first determine the molarity of the solution using the given mass of NaCl and volume of solution. Next, convert the molarity to ppm by multiplying by the molar mass of NaCl and 1,000,000 (since 1 ppm = 1 mg/L). Finally, adjust for the final volume to get the concentration in ppm.