A sample of gas is collected in a balloon that can easily expand and contract. It should be noted that the pressure and the number of moles of gas both remain constant. The following data is collected from the balloon: Temperature (°C) -34.6 Volume (L) 20.0 22 -10.8 25 25 27 48.8 Construct a plot of temperature vs. volume. Keep the units for temperature in °C; do not convert the temperatures to Kelvin. Make a line of best fit for the data points, and then extrapolate the line back to where the volume is 0. Answer the following questions about your graph: 1. At what temperature (in °C) does the sample have a volume of zero litres? Use the equation of the line of best fit to determine this temperature. 2. What is the significance of this temperature? 3. Can a sample of a gas ever have an actual volume of zero litres? Why or why not? 4. Now use the equation of the line to determine what the volume of the gas would have to be in order for the gas to have a temperature of -350°C. Does this answer make sense? Why or why not?

Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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A sample of gas is collected in a balloon that can easily expand and contract. It should be
noted that the pressure and the number of moles of gas both remain constant. The following
data is collected from the balloon:
Volume (L)
Temperature (°C)
-34.6
20.0
22
-10.8
25
25
27
48.8
Construct a plot of temperature vs. volume. Keep the units for temperature in °C; do not
convert the temperatures to Kelvin.
Make a line of best fit for the data points, and then extrapolate the line back to where the
volume is 0.
Answer the following questions about your graph:
1. At what temperature (in °C) does the sample have a volume of zero litres? Use the
equation of the line of best fit to determine this temperature.
2. What is the significance of this temperature?
3. Can a sample of a gas ever have an actual volume of zero litres? Why or why not?
4. Now use the equation of the line to determine what the volume of the gas would have
to be in order for the gas to have a temperature of -350°C. Does this answer make
sense? Why or why not?
Transcribed Image Text:A sample of gas is collected in a balloon that can easily expand and contract. It should be noted that the pressure and the number of moles of gas both remain constant. The following data is collected from the balloon: Volume (L) Temperature (°C) -34.6 20.0 22 -10.8 25 25 27 48.8 Construct a plot of temperature vs. volume. Keep the units for temperature in °C; do not convert the temperatures to Kelvin. Make a line of best fit for the data points, and then extrapolate the line back to where the volume is 0. Answer the following questions about your graph: 1. At what temperature (in °C) does the sample have a volume of zero litres? Use the equation of the line of best fit to determine this temperature. 2. What is the significance of this temperature? 3. Can a sample of a gas ever have an actual volume of zero litres? Why or why not? 4. Now use the equation of the line to determine what the volume of the gas would have to be in order for the gas to have a temperature of -350°C. Does this answer make sense? Why or why not?
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