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Consider two gases, A and B, both at the same temperature. The molar mass of A is MA, the molar mass of B is MB. The graph shows the speed distributions for the A and B molecules. Which dual statement is correct? Probability 0.25 0.20 0.15 50.10 0.05 0.00 0 A B 200 400 600 800 1000 Molecular speed (m/s) OMA = MB. There are more molecules of type A than type B. OMA < MB. A and B have the same average speed. OMA > MB. A and B have the same average speed. OMA MB. A and B have the same average kinetic energy. OMA MB. A and B have the same average kinetic energy.

Consider two gases, A and B, both at the same temperature. The molar mass of A is MA, the molar mass of B is MB. The graph shows the speed distributions for the A and B molecules. Which dual statement is correct? Probability 0.25 0.20 0.15 50.10 0.05 0.00 0 A B 200 400 600 800 1000 Molecular speed (m/s) OMA = MB. There are more molecules of type A than type B. OMA < MB. A and B have the same average speed. OMA > MB. A and B have the same average speed. OMA MB. A and B have the same average kinetic energy. OMA MB. A and B have the same average kinetic energy.

Living By Chemistry: First Edition Textbook
Living By Chemistry: First Edition Textbook
1st Edition
ISBN:9781559539418
Author:Angelica Stacy
Publisher:Angelica Stacy
ChapterU3: Weather: Phase Changes And Behaviour Of Gases
Section: Chapter Questions
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Consider two gases, A and B, both at the same temperature. The molar mass of A is MA, the molar mass of B is MB. The graph shows the speed distributions for the A and B molecules. Which dual statement is correct? Probability 0.25 0.20 0.15 0.10 0.05 0.00 0 A B 200 400 600 800 1000 Molecular speed (m/s) OMA OMA < MB. A and B have the same average speed. Ο ΜΑ MB. A and B have the same average speed. MAMB. A and B have the same average kinetic energy. OMA MB. A and B have the same average kinetic energy. = MB. There are more molecules of type A than type B.
Transcribed Image Text:Consider two gases, A and B, both at the same temperature. The molar mass of A is MA, the molar mass of B is MB. The graph shows the speed distributions for the A and B molecules. Which dual statement is correct? Probability 0.25 0.20 0.15 0.10 0.05 0.00 0 A B 200 400 600 800 1000 Molecular speed (m/s) OMA OMA < MB. A and B have the same average speed. Ο ΜΑ MB. A and B have the same average speed. MAMB. A and B have the same average kinetic energy. OMA MB. A and B have the same average kinetic energy. = MB. There are more molecules of type A than type B.
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