1. Lesson 6: Sorry Charlie
Charles’s Law

2. Key Question: How can you predict the volume of a gas sample?
Try this at home:
Blow up a balloon (not too big), preferably an elongated balloon. Measure its length.
Fill one sink or large bowl with very hot water (not boiling). Immerse the balloon for a couple of minutes. Take it out and quickly measure it. What happened to the volume when the temperature was increased?
Fill another sink or large bowl with ice water. Immerse the balloon for a couple of minutes. Take it out and quickly measure it. What happened to the volume when the temperature decreased?

3. You will be able to:
explain Charles’s law and use it to solve simple gas law problems involving volume and temperature
explain two methods for determining the volume of a gas if its temperature is known

4. Activity
Print the worksheet from the blog and complete it before going on to the next slide.

5. Discussion Notes
Charles’s law states that volume, V, is proportional to the Kelvin temperature, T. Your graph should look like this one:

6. Discussion Notes (cont.)
Charles’s law: For a given sample of gas at a certain pressure, the volume of gas is directly proportional to its Kelvin temperature. V = kT
The proportionality constant, k, indicates how much the volume of a gas changes per kelvin.
Because volume is proportional to temperature, the graph of volume versus temperature for a gas sample is a straight line that goes through the origin, (0, 0).
This only works on the Kelvin scale.

7. Sample Problem
In the morning you fill a balloon with 180 mL of 15 deg C air.
After several hours in the sun, the air in the balloon warms to 40 deg C.
Calculate the new volume of the balloon.

8. Discussion Notes (cont.)
Why does hot air rise?
Hot air rises because it is less dense than cooler air.

9. Wrap Up How can you predict the volume of a gas sample?
You can use the proportionality constant to calculate the volume of a gas sample at any temperature if the temperature is in kelvins and the amount of gas and the gas pressure don’t change: V = kT. This is known as Charles’s law.
The proportionality constant, k, depends on the amount of gas in a sample and the pressure of the gas.
As the temperature increases, the volume of a gas sample increases and the density of the gas decreases. This is why warmer gas rises above cooler gas.

10. Check-in
A sample of gas has a volume of 120 L at a temperature of 40 °C. The temperature drops to –10 °C. If nothing else changes, what is the new volume of the gas?