Ideal Gas Law: Solve 1.0x10-6 mmHg @ 40°C

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SUMMARY

The discussion centers on applying the Ideal Gas Law (PV=nRT) to calculate the number of molecules in a volume of 1.00 cm³ at a pressure of 1.0x10-6 mmHg and a temperature of 40°C. Participants emphasize the necessity of converting temperature to Kelvin and volume to cubic meters for accurate calculations. The conversion from mmHg to Pascals is also highlighted as a critical step in solving the problem. The correct application of these conversions leads to a valid solution for the number of gas molecules present.

PREREQUISITES
  • Understanding of the Ideal Gas Law (PV=nRT)
  • Knowledge of unit conversions (mmHg to Pa, cm³ to m³)
  • Basic thermodynamics principles, particularly gas behavior
  • Familiarity with temperature conversion from Celsius to Kelvin
NEXT STEPS
  • Learn about unit conversions in gas calculations, specifically mmHg to Pascals
  • Study the Ideal Gas Law applications in various conditions
  • Explore the concept of Avogadro's number and its relevance to gas molecules
  • Investigate the effects of temperature and pressure on gas volume
USEFUL FOR

Students in chemistry or physics, educators teaching gas laws, and anyone interested in understanding the behavior of gases under varying conditions.

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Homework Statement



Current vacuum technology can achieve a pressure of 1.0x10-6 mm of Hg. At this pressure, and at a temperature of 40.0 C, how many molecules are in 1.00cm3 ?


2. Homework Equations [/b


pv=nrt

The Attempt at a Solution

i solved it using the ideal gas equation and got a very large n value,after converting from mmHg to Pa? would that be the correct procedure?
 
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Please show your attempt at solving the problem.
 
quick few hints to doing this if your getting odd answers. a) temp needs to be converted to kelvin and b) the 1cm^3 needs to be correctly converted into m^3
 

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