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Question

The efficiency of Carnot's heat engine is 0.5 when the temperature of the source is $T_1$ and that of the sink is $T_2$. The efficiency of another Carnot heat engine is also 0.5. The temperatures of the source and sink of the second engine are respectively ...........

$T_1 + 5,\, T_2 - 5$

$T_1 + 10,\, T_2 - 10$

$2T_1,\, 2T_2$

$2T_1,\, \frac{T_2}{2}$

Solution

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