Benzene and naphthalene form an ideal solution at room temperature. The true statement for this solution are: A. \(\Delta G\) is positive B. \(\Delta S_{system}\) is positive C. \(\Delta S_{surrounding} = 0\) D. \(\Delta _{mix}H = 0\) E. \(\Delta _{mix}V = 0\) Choose the correct answer from the options given below: |
A, B, C, D only B, C, D, E only C, D only A, B, C,E only |
B, C, D, E only |
The correct answer is option 2. B, C, D, E only. Let us analyze each statement: A. \(\Delta G\) is positive: For an ideal solution at room temperature, the mixing process tends to be spontaneous as it leads to an increase in disorder (entropy) of the system, which typically results in a negative Gibbs free energy change (\(\Delta G\)). B. \(\Delta S_{\text{system}}\) is positive: For an ideal solution at room temperature, the disorder of the system generally increases as the two substances mix, resulting in a positive change in entropy (\(\Delta S_{\text{system}}\)). C. \(\Delta S_{\text{surrounding}} = 0\): When two substances mix to form an ideal solution at constant temperature and pressure, there is typically no change in the entropy of the surrounding environment (\(\Delta S_{\text{surrounding}} = 0\)). D. \(\Delta _{\text{mix}}H = 0\): For an ideal solution at constant temperature, the enthalpy change of mixing (\(\Delta _{\text{mix}}H\)) is typically close to zero, but not exactly zero. However, in the ideal case, it's often considered negligible. After analyzing each statement, the correct answer is 2. B, C, D, E only |