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Which of the following conditions is not...

Which of the following conditions is not favourable for a spontaneous reaction?

A

`DeltaH = + ve, TDeltaS = +ve and TDeltaS gt DeltaH`

B

`DeltaH = +ve, T DeltaS = +ve and TDeltaS lt DeltaH`

C

`DeltaH = -ve, T DeltaS = +ve and TDeltaS gt DeltaH`

D

`DeltaH = -ve, T DeltaS = -ve and TDeltaS lt DeltaH`

Text Solution

AI Generated Solution

The correct Answer is:
To determine which of the given conditions is not favorable for a spontaneous reaction, we can use the Gibbs-Helmholtz equation: \[ \Delta G = \Delta H - T \Delta S \] Where: - \(\Delta G\) = change in Gibbs free energy - \(\Delta H\) = change in enthalpy - \(T\) = temperature (in Kelvin) - \(\Delta S\) = change in entropy For a reaction to be spontaneous, \(\Delta G\) must be negative. Let's analyze each condition step by step. ### Step 1: Analyze Condition A - **Given**: \(\Delta H > 0\) (positive) and \(T \Delta S > 0\) (positive), with \(|T \Delta S| > |\Delta H|\). - **Analysis**: Since \(|T \Delta S|\) is greater than \(|\Delta H|\), the negative term \(T \Delta S\) dominates. Therefore, \(\Delta G\) will be negative, indicating that the reaction is spontaneous. ### Step 2: Analyze Condition B - **Given**: \(\Delta H > 0\) (positive) and \(T \Delta S > 0\) (positive), with \(|\Delta H| > |T \Delta S|\). - **Analysis**: Here, the positive term \(\Delta H\) dominates. Thus, \(\Delta G\) will be positive, indicating that the reaction is non-spontaneous. ### Step 3: Analyze Condition C - **Given**: \(\Delta H < 0\) (negative) and \(T \Delta S > 0\) (positive), with \(|T \Delta S| > |\Delta H|\). - **Analysis**: The negative term \(\Delta H\) and the positive term \(T \Delta S\) combine to make \(\Delta G\) even more negative, indicating that the reaction is spontaneous. ### Step 4: Analyze Condition D - **Given**: \(\Delta H < 0\) (negative) and \(T \Delta S < 0\) (negative), with \(|\Delta H| > |T \Delta S|\). - **Analysis**: In this case, the negative term \(\Delta H\) dominates, leading to a positive \(\Delta G\). Therefore, the reaction is also spontaneous. ### Conclusion From the analysis, the condition that is not favorable for a spontaneous reaction is **Condition B**, where both \(\Delta H\) and \(T \Delta S\) are positive, but \(|\Delta H|\) is greater than \(|T \Delta S|\). ### Final Answer **Condition B is not favorable for a spontaneous reaction.** ---
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