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(B) For an ideal binary liquid mixture,the following conditions hold true:$1$. $\Delta H_{(mix)} = 0$ (No heat is absorbed or evolved).$2$. $\Delta V_

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$\Delta S_{(mix)} > 0 ; \Delta G_{(mix)} < 0$

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(B) For an ideal binary liquid mixture,the following conditions hold true:$1$. $\Delta H_{(mix)} = 0$ (No heat is absorbed or evolved).$2$. $\Delta V_{(mix)} = 0$ (No change in volume upon mixing).$3$. $\Delta S_{(mix)} > 0$ (Entropy increases due to mixing).$4$. $\Delta G_{(mix)} Since $\Delta G = \Delta H - T\Delta S$,and for an ideal solution $\Delta H = 0$,we get $\Delta G = -T\Delta S$. For the process to be spontaneous,$\Delta G$ must be negative,which implies $\Delta S$ must be positive.

For an ideal binary liquid mixture,which of the following conditions is true?

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