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What happens when an equal volume of water and ethyl alcohol mix? Is the mass additive? Is the volume
additive? The Law of Conservation of Mass dictates that the mass is conserved, but is there a Law of
Conservation of Volume?
No, if you mix 250 mL of water with 250 mL of ethyl alcohol, only about 480 mL of solution results. What caused the volume reduction, and what happened to the lost volume?
Bonding models for liquids are more difficult to predict due to their significant molecular motion and strong intermolecular forces. Bonding models for liquid water, although extensively studied, are still not fully understood. Recent studies suggest that some regions of pure water may temporarily resemble the solid structure of ice, which has a very open structure to maximize hydrogen bonding. The open structure of solid ice is the reason ice floats in water.
When water and ethyl alcohol mix, several forces come into play. First, between the water and ethyl alcohol is strong hydrogen bonding that draws the different molecules close together. Second, open spaces in the liquid are much less likely because the ethyl alcohol interferes with any temporary open structures that are similar to those of solid water. The 2 different molecules pack closer together than in pure solution, resulting in a reduction of volume.
This demonstration is best performed using 3 volumetric flasks, which provide a good opportunity to instruct students in the purpose and use of volumetric flasks. (However, you can use whatever glassware is available.) Using volumetric flasks makes this a very quantitative demonstration. The larger the volumetric flask, the easier it is for students to observe the difference in volume. A lower-cost alternative to volumetric flasks is using 3 graduated cylinders. A 3rd alternative is using a large-diameter tube (e.g., 10 to 25 mm inside diameter) with 2 rubber stoppers to seal each end. With this alternative, a vapor bubble appears as the solution is mixed and the volume reduces.
For all 3 options, the volume of each liquid—water and ethyl alcohol—should be ½ the total volume of the final solution. Use food coloring to provide a visual indicator of the mixed solution. If needed, add a piece of black electrical tape at the volume line of each volumetric flask to assist students with their visual observation.
The demonstration is very easy to perform: Fill a 250-mL volumetric flask with water and another 250-mL volumetric flask with ethyl alcohol. Then pour both liquids into a 500-mL volumetric flask and observe the difference in volume. This demonstration is a discrepant event because students don’t normally expect the volume to be different and usually cannot explain the phenomenon. This engages students and sets the stage for further exploration, explanation, and expansion of the properties of liquids and intermolecular forces.
Start the demonstration by asking students to predict what will occur when an equal volume of water and ethyl alcohol are mixed. Specifically, ask them if they think the mass and volume will be additive. The following table is the answer key to the Water-Alcohol Demonstration Worksheet located at the end of this activity. During the demonstration, students record data to their worksheet table.
Mass | Volume | Density | |
Water | 250 g | 250 mL | 1.00 g/mL |
Ethyl Alcohol | 197.5 g | 250 mL | 0.79 g/mL |
Solution—Prediction | 447.5 g | 500 mL | 0.90 g/mL |
Solution—Actual | 447.5 g | 480 mL | 0.93 g/mL |
Warning: Ethyl alcohol is a flammable liquid and is toxic by ingestion and inhalation.
Have students fill in their data table for the mass and volume of the flask of tinted water and the flask of tinted ethyl alcohol, then calculate the density of each. Students should also predict the mass, volume, and density of the water and alcohol solution when it is poured into the 500-mL volumetric flask.
Have students fill in the remainder of their data table and answer the questions on the Water-Alcohol Demonstration Worksheet.
Law of Conservation of Mass activity