One mole of an ideal, diatomic gas initially at 330 K and 101.3 kPa, is compressed to a final pressure of 251.3 kPa. Assume that the molar heat capacities are constant over the change in temperature. If the compression occurs along a reversible path, calculate the values of q, w, AU, and AH. 4.

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One mole of an ideal, diatomic gas initially at 330 K and 101.3 kPa, is compressed to a final
pressure of 251.3 kPa. Assume that the molar heat capacities are constant over the change in temperature.
If the compression occurs along a reversible path, calculate the values of q, w, AU, and AH.
4.
Transcribed Image Text:One mole of an ideal, diatomic gas initially at 330 K and 101.3 kPa, is compressed to a final pressure of 251.3 kPa. Assume that the molar heat capacities are constant over the change in temperature. If the compression occurs along a reversible path, calculate the values of q, w, AU, and AH. 4.
So for question 4, it is not isothermal, so dT + 0, then Boyle's law does not apply and you cannot use P1V1 =
PV2. However, we did cover a situation like this in class. Please recall the following,
P,V; = P,V/
Transcribed Image Text:So for question 4, it is not isothermal, so dT + 0, then Boyle's law does not apply and you cannot use P1V1 = PV2. However, we did cover a situation like this in class. Please recall the following, P,V; = P,V/
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