A Carnot engine operating between a reservoir of liquid mercury at its melting point (233 K) and a colder reservoir extracts 10.0 J of heat from the mercury and does 8.0 J of work during each cycle. What is the temperature of the colder reservoir

T'=46.6 K              

Explanation:

Let T be the temperature of a hot reservoir, T' be the temperature of cold reservoir.

For a Carnot's engine, efficiency can be calculated as follows:

Where, W is the amount of work done, Q is the amount of heat extracted from the hot reservoir.

Substitute the values: W= 8.0 J

Q = 10.0 J

T = 233 K

Thus, the temperature of the cold reservoir is 46.6 K.

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