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A Carnot engine receives 6 × 104 J from a reservoir at 600 K, does some work, and rejects some heat to a reservoir at 500 K. Find the 

(i) the heat rejected by the engine 

(ii) the work done by the engine 

(iii) the efficiency of the engine.

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Data : QH = 6 × 104 J, TH = 600K, TC = 500K

(i) The heat rejected by the engine

(ii) The work done by the engine, W = QH + QC = 6 x 104 J + (-5 x 104 J) = 1 x 104 J

(iii) The efficiency of the engine = \(\frac{W}{Q_H}\) = \(\frac{1\times10^4 J}{6\times10^4J}\) = \(\frac16\) > 16.67 %

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