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A thermally insulated vessel contains two liquids with initial temperatures T1 and T2 and specific heats c1 and c2 , separated by a nonconducting partition. The partition is removed, and the difference between the initial temperature of one of the liquids and the temperature T established in the vessel turns out to be equal to half the difference between the initial temperatures of the liquids.

Determine the ratio m1/m2 of the masses of the liquids.

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Let us suppose that the temperature of the mixture of the liquids having the initial temperatures T1 and T2 has become T. Since the vessel containing the mixture is thermally insulated (ΔQ= 0), we can write

i.e. the ratio of the masses of these liquids is inverse to the ratio of their specific heats.

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