For an ideal gas: 1. Assuming that all quantities are held constant except for pressure and temperature, what functions of these two quantities would allow you to draw a linearized graph? What is the slope of this graph? Does the line pass through the origin? 2. Repeat #1 for pressure and volume. 3. Repeat #1 for volume and temperature. 4. Repeat #1 for average particle speed and temperature. 5. Repeat #1 for average particle speed and particle mass.

Principles of Modern Chemistry
8th Edition
ISBN:9781305079113
Author:David W. Oxtoby, H. Pat Gillis, Laurie J. Butler
Publisher:David W. Oxtoby, H. Pat Gillis, Laurie J. Butler
ChapterC: Mathematics For General Chemistry
Section: Chapter Questions
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For an ideal gas:
1. Assuming that all quantities are held constant except for pressure and temperature, what
functions of these two quantities would allow you to draw a linearized graph? What is the slope
of this graph? Does the line pass through the origin?
2. Repeat #1 for pressure and volume.
3. Repeat #1 for volume and temperature.
4. Repeat #1 for average particle speed and temperature.
5. Repeat #1 for average particle speed and particle mass.
Transcribed Image Text:For an ideal gas: 1. Assuming that all quantities are held constant except for pressure and temperature, what functions of these two quantities would allow you to draw a linearized graph? What is the slope of this graph? Does the line pass through the origin? 2. Repeat #1 for pressure and volume. 3. Repeat #1 for volume and temperature. 4. Repeat #1 for average particle speed and temperature. 5. Repeat #1 for average particle speed and particle mass.
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