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A heat engine having an efficiency of 70% is used to drive a refrigerator having a coefficient of performance of 5. The energy absorbed from low temperature reservoir by the refrigerator for each kJ of energy absorbed from high temperature source by the engine is
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- 0.14kJ
- 0.71kJ
- 3.5 kJ
- 7.1 kJ
Correct Option: C
Given: ηengine = 0.7, (C.O.P)R = 5
ηengine = | ...(i) | Q1 |
Now,
(C.O.P)R = | W |
∴ W = | ...(ii) | 5 |
Again,
0.7 = | × | |||
5 | Q1 |
or | = 3.5 | Q1 |
Energy absorbed from low temperature reservoir by the refrigerator for each kJ of energy absorbed from high temperature source by the engine = 3.5 kJ.