Basic Homework Help: Solving Problems with Compressed Air and Diffusion

  • Thread starter merrymanjane
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In summary, to solve the first problem, use the formula PV = nRT and convert the given values to the correct units (atm, m^3, K). Then, calculate the number of moles of air molecules at the beginning and end of the process and subtract to find the number of molecules released.For the second problem, use the diffusion constant and distance to calculate the time it takes for a perfume molecule to diffuse in a room with no air currents.
  • #1
merrymanjane
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Can anyone help me solve these two problems?
1. A tank of compressed air of volume 1.0 m^3 is pressurized to 40 atm at T= 273. A valve is opened and air is released until the pressure in the tank is 23.0 atm. How many air molecules were released?

2. About how long will it take a perfume molecule to diffuse a distance of 7.00 m in one direction in a room if the diffusion constant is 1.00 x 10^-5 m^2/s? Assume that the air is perfectly still- there are no air currents.
 
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  • #2
Originally posted by merrymanjane
Can anyone help me solve these two problems?
1. A tank of compressed air of volume 1.0 m^3 is pressurized to 40 atm at T= 273. A valve is opened and air is released until the pressure in the tank is 23.0 atm. How many air molecules were released?

Use the formula
PV = nRT

P is pressure (pascals or kilopascals, I can't remember), V is volume in litres, n is the number of moles, R is the gas constant, T is temperature in kelvin
Figure out how many moles of air molecules were there at start then how much after. Just subtract the two.
 
  • #3
P should be in atmospheres.
 
  • #4
Depends which R you use.
 
  • #5
Use Pascals and 8.31 for R
 

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