1- Give the equation of state of the ideal gaz. N,,V, NV, Calculate the entropy S₁ and S₂ || N=N₁+ N₁ V= V₁ + V₂
1- Give the equation of state of the ideal gaz. N,,V, NV, Calculate the entropy S₁ and S₂ || N=N₁+ N₁ V= V₁ + V₂
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Transcribed Image Text:### Exercise 3:
1. **Give the equation of state of the ideal gas.**
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**Graph/Diagram Explanation:**
The diagram below the question shows a two-part system transitioning into a single-part system:
1. On the **left side**, there are two separate containers:
- The **first container** has parameters \( N_1 \) (number of molecules) and \( V_1 \) (volume).
- The **second container** has parameters \( N_2 \) (number of molecules) and \( V_2 \) (volume).
2. This system then transitions (indicated by arrow labeled "II") into a **single, combined container**:
- The combined container has parameters \( N = N_1 + N_2 \) (total number of molecules) and \( V = V_1 + V_2 \) (total volume).
**Problem:**
Calculate the entropy \( S_1 \) and \( S_2 \).
(Note: Detailed steps or formulas to calculate entropy are not provided in this exercise and might be dependent on additional context or information from coursework or textbooks.)
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