Density is mass per unit volume. So this gas has a density of:
0.36 / 2500 = 0.000144 mass units per cm3
or 0.0144 mass units per liter
or 14.4 mass units per cubic meter
(as you have not define the units of mass I cannot be more specific)
Water on the outside of the flask will not affect the density measurement of the contents inside the flask because density is a property intrinsic to the material being measured and is not influenced by external factors like water on the surface. To determine the density of the contents, only the mass and volume of the material inside the flask need to be considered.
Keeping the flask sealed after it is returned to an upright position prevents any air or gas from escaping, ensuring that the pressure inside the flask remains constant. This helps to maintain the accuracy of the experiment's results by keeping the conditions consistent.
There are a number of things you can say about a sealed, partially filled flask. If you notice condensation on the inside of the container, then you can say that dynamic equilibrium has been reached. This is where the rate of evaporation is equal to the rate of condensation.
No, Erlenmeyer flasks can vary in weight depending on the material they are made from. Glass Erlenmeyer flasks are typically heavier than plastic Erlenmeyer flasks due to the density of glass. Additionally, the size and volume capacity of the flask can also affect its weight.
Assuming the flask is sealed - the volume remains the same but the pressure increases
The density of the substance in the flask is 1.44 g/cm^3 (3600 g divided by 25000 cm^3).
The answer depends on the flask: they are not all the same size.
Water on the outside of the flask will not affect the density measurement of the contents inside the flask because density is a property intrinsic to the material being measured and is not influenced by external factors like water on the surface. To determine the density of the contents, only the mass and volume of the material inside the flask need to be considered.
Keeping the flask sealed after it is returned to an upright position prevents any air or gas from escaping, ensuring that the pressure inside the flask remains constant. This helps to maintain the accuracy of the experiment's results by keeping the conditions consistent.
I the flask was sealed, the air inside of the flask would take up less space and as a result, cause a drop in pressure inside the flask.
Glass
Heating a sealed flask with a cork can cause pressure to build up inside and potentially lead to an explosion. As the contents of the flask heat up, they expand and create more pressure inside the sealed container, which the cork may not be able to withstand. It's safer to use a vented closure or open container when heating substances.
If the neck of your flask is short, you don't want to fill the flask too high (more than about 1/2), or else liquid from the flask will enter your distilling tube and get distilled out when you heat it. Remember the idea of a distillation is to heat up your substance to the vapor phase and let the vapor diffuse toward the distillation tube so that only purified product drips into the collecting flask.
There are a number of things you can say about a sealed, partially filled flask. If you notice condensation on the inside of the container, then you can say that dynamic equilibrium has been reached. This is where the rate of evaporation is equal to the rate of condensation.
No, Erlenmeyer flasks can vary in weight depending on the material they are made from. Glass Erlenmeyer flasks are typically heavier than plastic Erlenmeyer flasks due to the density of glass. Additionally, the size and volume capacity of the flask can also affect its weight.
Assuming the flask is sealed - the volume remains the same but the pressure increases
From the volume of the flask, and the density of air under the conditions in the room, you can calculate the mass of air. The density of air varies with pressure, temperature, humidity, etc. At sea level and at 15 °C air has a density of approximately 0.001225 g/ml, so under these conditions, a liter flask would contain (1000 ml)(0.001225 g/ml) = 1.225 g of air.