Prob.8 A 1.00-mol sample of a monatomic ideal gas is taken through the cycle shown in Figure . At point A, the pressure, volume, and temperature are P;, V;, and T;, respectively. In terms of Rand T;, find (a) the total energy entering the system by heat per cycle, (b) the total energy leaving the system by heat per cycle, (c) the efficiency of an engine operating in this cycle, and (d) the efficiency of an engine operating in a Carnot cycle between the same temperature extremes. Q2 P В C 3P; Q3 2P; D P; Q4 V V; 2V;

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3.6
Prob.8
A 1.00-mol sample of a monatomic ideal gas is taken
through the cycle shown in Figure. At point A, the
pressure, volume, and temperature are P;, V;, and T;,
respectively. In terms of Rand T;, find (a) the total energy
entering the system by heat per cycle, (b) the total energy
leaving the system by heat per cycle, (c) the efficiency of
an engine operating in this cycle, and (d) the efficiency of
an engine operating in a Carnot cycle between the same
temperature extremes.
Q2
P
В
3P;
Q3
2P;
P;
Q4
V
2V;
Transcribed Image Text:3.6 Prob.8 A 1.00-mol sample of a monatomic ideal gas is taken through the cycle shown in Figure. At point A, the pressure, volume, and temperature are P;, V;, and T;, respectively. In terms of Rand T;, find (a) the total energy entering the system by heat per cycle, (b) the total energy leaving the system by heat per cycle, (c) the efficiency of an engine operating in this cycle, and (d) the efficiency of an engine operating in a Carnot cycle between the same temperature extremes. Q2 P В 3P; Q3 2P; P; Q4 V 2V;
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