
Throughout the week, we learned the opposite of expansion–contraction. Contraction is where the volume of a liquid is going down as a result of it cooling down. As the liquid cools down, the particles get closer and closer together. They don't spread out. Therefore, the volume goes down as the particles become more densely packed from cooling.
The connection between expansion and contraction is how they affect the overall density as well as volume of a liquid. Through expansion, the volume increases, meaning that the density is going to decrease since the number of particles and mass remain the same with increasing volume. As for contraction, the volume increases. Therefore, the density will increase since the number of particles and mass remain unchanged with a decreasing volume. Therefore, expansion and
contraction affect not only the volume
of a liquid, but also its density.

Pressure, though, is affected based on the force exerted onto the area, which means that the greater the area or volume, the less the pressure. If the area were less, though, then the pressure would be greater. Pressure is affected because the greater the area is, the greater the resistance to apply pressure is. Therefore, the pressure is less than if there were a lesser area that pressure would exert with less resistance.

Throughout the week, the focus was on pressure, volume, temperature, and the number of particles, which were utilized in four experiments including: volume vs. temperature, pressure vs. volume, number of particles vs. pressure, and the number of puffs vs. pressure.
The relationship between volume and temperature was a direct one. The greater the temperature was, the greater the volume. The reason for this is because the greater the temperature, the greater the energy input through the process of heating. This would cause the particles in a liquid to separate farther from each other, thus increasing the volume.
In this class, there were four experiments. My group and I did puffs vs. volume. During the experiment, we used 2 puffs for every mL. So, the data was this:
1/4 puff=228 k/Pa
1/2 puff=220 k/Pa
1 puff=116.14 k/Pa
3/2 puffs=69 k/Pa
2 puffs=63 k/Pa

Like the puffs lab, the pressure and volume were inversely related to one and another. The greater the volume is, the less the pressure is. This is so because the mass and
the number of particles
remain the same, so if
the volume increases,
then the pressure would
decrease.

The relationship between the number of particles and pressure was direct. Thus, the greater the number of particles is, the greater the pressure is.
However, temperature doesn't influence the number of particles and vice versa because temperature doesn't determine the number of particles. Nor does the number of particles determines the temperature.