The mass of 2 liters of a substance with a density of 1.15 grams per milliliter is 2.3 kilograms. You can find the mass by multiplying the volume in liters (2) by the density in grams per milliliter (1.15), and then converting the result to kilograms.
115 grams = 0.253531602 pounds
100ml of water weighs approximately 100 grams. Adding 15 grams of salt would bring the total weight to 115 grams.
To convert grams to pounds, you need to take the mass in grams and multiply it by 0.0022046. If you're going from pounds to grams, then you need to take the weight in pounds and multiply by 453.6. (The two numbers for conversion are rounded, but they will suffice for everyday conversions). In this case, the mass given would be about 2.4802 pounds.
First take the weight in pounds and multiply by 453.59. The resulting number is the weight in grams. To convert grams to kilograms, simply divide by 1000. Or, an easier option is to take the weight given in pounds and multiply by 0.45359 (numbers are rounded). In this case, the answer is about 52.163 kilograms.
115 liters = 30.380 US gallons = 25.296 imperial gallons
To get the density, just divide the mass by the volume.
ml is a measure of Volume, grams is a measure of weight/mass. The two can not be equated except via the density of the substance being measured. Density = Mass/Volume It is easier to use a measuring jug for liquids and a set of scales for dry stuff.
Use the expression, density = mass/ volume. So density = 150/115 = 1.304 g/cm3
115 grams = 0.253531602 pounds
115 US gallons is about 435.32 liters.
There are 1000 grams in one kilogram. Therefore, 115 grams is equal to 115/1000 = 0.115 kilograms.
101 US fluid ounces is 3 (2.98693) liters.
115 grams = 4.06 ounces
115 milligrams = 0.115 grams
115 grams is equivalent to approximately 0.115 kilograms.
To calculate the amount of gold in moles, we need to first determine the mass of gold in the medal. From the information provided, 71.5% of the medal's mass is gold. Therefore, the mass of gold in the medal is 0.715 * 115 grams. Next, we convert this mass into moles using the molar mass of gold, which is approximately 197 grams/mol. The amount of gold that could be extracted from the medal in mol is (0.715 * 115) /197.
Liters (L) and milliliters (mL) are very easy to convert back and forth. That's because one liter is equal to 1,000 mL. So, in your example, 115 mL would be divided by 1,000 to get liters:115 mL / 1,000 = 0.115 liters