Consider a sample containing 1.85 mol of an ideal diatomic gas. (a) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant volume. nCv = J/K (b) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant pressure. nCp = J/K (c) Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant volume. nCv = J/K Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant pressure. nCp = J/K

Consider a sample containing 1.85 mol of an ideal diatomic gas. (a) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant volume. nCv = J/K (b) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant pressure. nCp = J/K (c) Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant volume. nCv = J/K Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant pressure. nCp = J/K

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Consider a sample containing 1.85 m o l of an ideal diatomic gas. (a) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant volume.
n C v =
J / K (b) Assuming the molecules rotate but do not vibrate, find the total heat capacity of the sample at constant pressure.
n C p =
J / K (c) Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant volume.
n C v = J / K
Assuming the molecules both rotate and vibrate, find the total heat capacity of the sample at constant pressure.
n C p = J / K

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