There are 1950 liters of gasoline in the 650000 liters of water. This is calculated by multiplying the concentration of 3 ppm by the volume of water in liters.
This is the easiest way, though not "scientifically correct":Liters concentrated HNO3 = [ 200 L diluted HNO3 * 10 % ] / [ 68% ] = 29.4 L of the 68%Take the calculated amount and carefully add this to 171 L of water while good mixing!(if you take 30 L (easier measurable!) in stead, then with 170 L water you get about 200 L of 10.2% diluted acid)
To make 2 L of saturated sugar water with a concentration of 0.6 mol/L, you would need 1.2 moles of sugar in total. Since the concentration of the solution is the same as the concentration of sugar, you will need to dissolve 1.2 moles of sugar in 2 L of water.
Gasoline has a lower density than water and weighs 737.22 grams per 1 litre. Therefore 2 litres of gasoline is equal to 1,474.44 grams (1.474 kilograms). The conversion factor for Kilograms to Pounds is 2.204, this means that 2 litres of gasoline weighs 3.249 Pounds
Yes, gasoline is less dense than pure water. Gasoline has a lower density than water, which is why gasoline floats on top of water if they are mixed together.
To calculate the dose of granular chlorine needed, you first need to know the volume of water to be treated and the desired chlorine concentration. Then, you can use the formula: dose (in pounds or grams) = volume of water (in gallons or liters) x desired chlorine concentration (in ppm) / 10,000. This will give you the amount of granular chlorine needed to achieve the desired concentration in the water.
depends on the density of the liquid in question. 25 liters of water will be heavier than 25 liters of gasoline.
This is a calculation of the concentration of acetic acid (CH3COOH). To find the concentration, you divide the moles of CH3COOH by the volume of water in liters. So, the concentration would be 4.32 x 10^2 moles / 20.0 liters = 21.6 moles/liter.
It depends on the density of the liquid!!!!, be it water, petrol(gasoline) oil, alcohol.
To calculate how much peracetic acid is needed, multiply the volume of water by the desired concentration of peracetic acid. In this case, 5 liters of water at 0.3% concentration would require 0.015 liters (or 15 milliliters) of peracetic acid.
500 liters is equivalent to 132.086 gallons or approximately 13.2086 cubic feet. It is commonly used to measure liquids such as water, oil, or gasoline.
Since 1 ton is equivalent to 1000 liters of water, the density of water is 1 kg/L, which means 1 ton is 1000 kg. Gasoline's density is around 0.74 kg/L, so to find the volume of gasoline needed to make a ton, we divide 1000 kg by 0.74 kg/L, which equals approximately 1351.35 liters of gasoline to make a ton.
Well, isn't that a lovely little problem to solve? To decrease the concentration from 25% to 20%, we need to dilute the solution. Since the concentration is decreasing by 5%, we can calculate that we need to add 60 liters of water to the 300 liters of solution to achieve the desired concentration of 20%. Just like painting, a little change can make a big difference in creating the perfect mixture.
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Concentration of a solution is recorded in molarity (M). Molarity is the moles of solute divided my liters of solution. So to find the concentration of a solution, calculate the number of moles of the solute (the chemical being dissolved) and measure the number of liters of the solution (the water), then divide them.
This is the easiest way, though not "scientifically correct":Liters concentrated HNO3 = [ 200 L diluted HNO3 * 10 % ] / [ 68% ] = 29.4 L of the 68%Take the calculated amount and carefully add this to 171 L of water while good mixing!(if you take 30 L (easier measurable!) in stead, then with 170 L water you get about 200 L of 10.2% diluted acid)
To make 2 L of saturated sugar water with a concentration of 0.6 mol/L, you would need 1.2 moles of sugar in total. Since the concentration of the solution is the same as the concentration of sugar, you will need to dissolve 1.2 moles of sugar in 2 L of water.
There are 19 liters of water in 19 liters.