Q.

The coefficient of performance (C.O.P.) of a refrigerator working as a heat pump is given by

  • A(C.O.P.)P = (C.O.P.)R + 2
  • B(C.O.P.)P = (C.O.P.)R + 1
  • C(C.O.P)P = (C.O.P)R – 1
  • D(C.O.P)P = (C.O.P)R
Correct Answer : (B)

(C.O.P.)P = (C.O.P.)R + 1

Hints :
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A heat pump working on a reversed Carnot cycle has a C.O.P. of 5. It works as a refrigerator taking 1 kW of work input. The refrigerating effect will be

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