Consider the 2nd order reaction: A(g) → 2B(g) +C(g) k=1.30 x 102 atm A rigid container initially has A(g) with pressure of 0.55 atm, and no other gases present. What is the total pressure in the container after 67.0 seconds? Assume no change of temperature. Ans: C A. 0.37 atm B. 0.71 atm C. 0.91 atm D. 0.18 atm E. 1.49 atm

Chemistry
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Chapter1: Chemical Foundations
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**Second Order Reaction Problem**

**Reaction:**  
\( \text{A(g)} \rightarrow 2\text{B(g)} + \text{C(g)} \)  

**Rate Constant:**  
\( k = 1.30 \times 10^{-2} \, \text{atm}^{-1} \text{s}^{-1} \)

**Problem Statement:**  
A rigid container initially has \(\text{A(g)}\) with a pressure of 0.55 atm, and no other gases present. What is the total pressure in the container after 67.0 seconds? Assume no change of temperature.

**Answer Choices:**
- A. 0.37 atm  
- B. 0.71 atm  
- C. 0.91 atm  
- D. 0.18 atm  
- E. 1.49 atm  

**Correct Answer:** C. 0.91 atm

**Explanation:**  
To solve this problem on the reaction of gases, you will use the principles of chemical kinetics and reaction stoichiometry to calculate the total pressure in the container after the specified time. The correct option is given as C, which means calculations should confirm a total pressure of 0.91 atm after 67.0 seconds.
Transcribed Image Text:**Second Order Reaction Problem** **Reaction:** \( \text{A(g)} \rightarrow 2\text{B(g)} + \text{C(g)} \) **Rate Constant:** \( k = 1.30 \times 10^{-2} \, \text{atm}^{-1} \text{s}^{-1} \) **Problem Statement:** A rigid container initially has \(\text{A(g)}\) with a pressure of 0.55 atm, and no other gases present. What is the total pressure in the container after 67.0 seconds? Assume no change of temperature. **Answer Choices:** - A. 0.37 atm - B. 0.71 atm - C. 0.91 atm - D. 0.18 atm - E. 1.49 atm **Correct Answer:** C. 0.91 atm **Explanation:** To solve this problem on the reaction of gases, you will use the principles of chemical kinetics and reaction stoichiometry to calculate the total pressure in the container after the specified time. The correct option is given as C, which means calculations should confirm a total pressure of 0.91 atm after 67.0 seconds.
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