If the specific heat of a substance is infini | vedclass

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(C) The specific heat capacity $C$ is defined as $C = \frac{dQ}{m \cdot dT}$.If the specific heat $C$ is infinite,then $dT$ must be zero for any non-z

Vedclass · Accepted Answer

There is no change in temperature when heat is absorbed or released.

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(C) The specific heat capacity $C$ is defined as $C = \frac{dQ}{m \cdot dT}$.If the specific heat $C$ is infinite,then $dT$ must be zero for any non-zero heat exchange $dQ$.This implies that the temperature of the substance remains constant even when heat is added or removed.This is characteristic of a phase change (e.g.,melting or boiling) where the substance absorbs or releases latent heat without a change in temperature.

If the specific heat of a substance is infinite,it means that:

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