**Submarine Atmosphere Calculation**A submarine contains two rooms:- **Room A**: - Volume: 45,000 L - Gas: 22 atm of pure helium (He)- **Room B**: - Volume: 25,000 L - Gas: 3.4 atm of pure oxygen (O₂)**Health and Safety Considerations:**- Human health is at risk at pressures above approximately 20 atm.- Breathing requires a partial pressure of oxygen (O₂) of at least 0.16 atm.- Oxygen pressures above 1.6 atm can result in oxygen poisoning, making either room's atmosphere harmful on its own.**Scenario:**- Opening the door between the rooms allows gases to mix.**Questions:**a. What is the partial pressure of oxygen after the door opens?b. What is the total pressure in either room after the door opens? (Hint: Use Dalton’s Law of Partial Pressures)

Given,Volume of room A = 45000 LPressure of pure helium gas in room A = 22 atmVolume of room B =…

A submarine has two rooms. Room A has a volume of 45,000 L and is filled with 22 atm pure helium (He) gas. Room B has a volume of 25,000 and is filled with 3.4 atm of pure oxygen (O2) gas. Humans suffer irreversible damage at pressures above (aprox) 20 atm and require a partial pressure of oxygen at least 0.16 atm to breathe. Breathing oxygen at a pressure of greater than 1.6 atm results in oxygen poisoning. A person could not survive the atmosphere of either room. Opening the door connecting the two rooms allows the gases to form a mixture. a. After the door opens, what is the partial pressure of oxygen? b. After the door opens, what is the total pressure a person would feel in either room? (HINT: Dalton's Law)

A submarine has two rooms. Room A has a volume of 45,000 L and is filled with 22 atm pure helium (He) gas. Room B has a volume of 25,000 and is filled with 3.4 atm of pure oxygen (O2) gas. Humans suffer irreversible damage at pressures above (aprox) 20 atm and require a partial pressure of oxygen at least 0.16 atm to breathe. Breathing oxygen at a pressure of greater than 1.6 atm results in oxygen poisoning. A person could not survive the atmosphere of either room. Opening the door connecting the two rooms allows the gases to form a mixture. a. After the door opens, what is the partial pressure of oxygen? b. After the door opens, what is the total pressure a person would feel in either room? (HINT: Dalton's Law)

Chemistry

10th Edition

ISBN:9781305957404

Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Chapter1: Chemical Foundations

Section: Chapter Questions

Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...

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