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mu processes. Suppose that 0.0500-mole of an ideal monatomic gas undergoes the reversible cyclic process shown below. Calcula

For an ideal gas, ∆\overline{U} = \overline{Cv} ∆T, and \overline{Cv} = (3/2)R. A good first step is to calculate the temperature at each of the for states numbered 1-4. Summarize the results in a table and answer this question:

a. Of the following quantities, which are zero for a cyclic process: U, w, q?

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moles = 0.05 mol. Ou= CST for monoatomicas Cy = 3R for 1 to 2 (isochoric process , V=Const.) OU = 0.05 x 3 x R (OT) Ron Rx0.0W =-2 (2-1) = -2 atm-L ou-q+w a 2 = 9 -2 - 4 atm -L for 3 to 4 (isochoric Ay = 0.05 x process) R (4. - u) - 2 atm-l We - por

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