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a gas mixture is used to stimulate the atmosphere. of another planet consists of 320mg otmethane, 175 mg of and 225 mg of nitrogen. The argon artial P prossure of nitrogen at 300K is 15.2 kPa. Calculate the volume of the mixture © 36.92m3 @ 0.28 m3 using calculate the total pressure of the mixture 61.3k Pa 132x103m3 the same given provided in the question above 6.1 k Pag 3789 kPa 1.32m3 @ 61.3 Pa

a gas mixture is used to stimulate the atmosphere. of another planet consists of 320mg otmethane, 175 mg of and 225 mg of nitrogen. The argon artial P prossure of nitrogen at 300K is 15.2 kPa. Calculate the volume of the mixture © 36.92m3 @ 0.28 m3 using calculate the total pressure of the mixture 61.3k Pa 132x103m3 the same given provided in the question above 6.1 k Pag 3789 kPa 1.32m3 @ 61.3 Pa

Chemistry
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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**Educational Tutorial on Gas Mixtures** ### Problem Statement A gas mixture is used to simulate the atmosphere of another planet. This mixture consists of: - 320 mg of methane - 175 mg of argon - 225 mg of nitrogen The partial pressure of nitrogen at 300K is 15.2 kPa. Calculate the volume of the mixture. Given options: a) 36.92 m³ b) 0.28 m³ c) 1.32 x 10³ m³ d) 1.32 m³ **Using the values provided, calculate the total pressure of the mixture.** Given options: a) 61.3 kPa b) 6.1 kPa c) 378.9 kPa d) 61.3 Pa ### Detailed Explanation In the given image, the calculation part involves applying the concepts of gas laws to find the volume and total pressure of the gas mixture. You will use additional information such as the partial pressures and any known gas constants or equations to compute the required values. Remember to follow these steps for each calculation: 1. Identify the amount and nature of each gas component. 2. Use the partial pressure and temperature information provided. 3. Apply the ideal gas law (PV = nRT) if necessary, to find the volume. 4. Sum up the individual pressures to find the total pressure if needed. **Graphs/diagrams:** If a graph or diagram is included (which there is none here), it will visually represent relationships such as pressure vs. volume or show partial pressures of individual gases in a mixture. Always interpret what the axes represent and how the data points or lines illustrate the concept. This type of problem is common in the study of gases and provides practical experience in applying theoretical equations to compute real-world values.
Transcribed Image Text:**Educational Tutorial on Gas Mixtures** ### Problem Statement A gas mixture is used to simulate the atmosphere of another planet. This mixture consists of: - 320 mg of methane - 175 mg of argon - 225 mg of nitrogen The partial pressure of nitrogen at 300K is 15.2 kPa. Calculate the volume of the mixture. Given options: a) 36.92 m³ b) 0.28 m³ c) 1.32 x 10³ m³ d) 1.32 m³ **Using the values provided, calculate the total pressure of the mixture.** Given options: a) 61.3 kPa b) 6.1 kPa c) 378.9 kPa d) 61.3 Pa ### Detailed Explanation In the given image, the calculation part involves applying the concepts of gas laws to find the volume and total pressure of the gas mixture. You will use additional information such as the partial pressures and any known gas constants or equations to compute the required values. Remember to follow these steps for each calculation: 1. Identify the amount and nature of each gas component. 2. Use the partial pressure and temperature information provided. 3. Apply the ideal gas law (PV = nRT) if necessary, to find the volume. 4. Sum up the individual pressures to find the total pressure if needed. **Graphs/diagrams:** If a graph or diagram is included (which there is none here), it will visually represent relationships such as pressure vs. volume or show partial pressures of individual gases in a mixture. Always interpret what the axes represent and how the data points or lines illustrate the concept. This type of problem is common in the study of gases and provides practical experience in applying theoretical equations to compute real-world values.
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