3.0 g of an ideal gas A, when placed in an evacuated vessel at 27 ∘C exerts a pressure of 1.5 atm. When 9.0 g of another ideal gas B, non- reacting with A, is introduced in the same vessel pressure becomes 2.0 atm. What is the ratio between the average speeds of A and B at the same temperature?

3.0 g of an ideal gas A, when placed in an evacuated vessel at 27 ∘C

1.	3.0 g of an ideal gas A, when placed in an evacuated vessel at 27 ∘C exerts a pressure of 1.5 atm. When 9.0 g of another ideal gas B, non- reacting with A, is introduced in the same vessel pressure becomes 2.0 atm. What is the ratio between the average speeds of A and B at the same temperature?
Answer» $3.0 g$ of an ideal gas $A$ , when placed in an evacuated vessel at $27^{\circ} C$ exerts a pressure of $1.5 atm$ . When $9.0 g$ of another ideal gas $B$ , non- reacting with $A$ , is introduced in the same vessel pressure becomes $2.0 atm$ . What is the ratio between the average speeds of $A$ and $B$ at the same temperature?

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3.0 g of an ideal gas A, when placed in an evacuated vessel at 27 ∘C exerts a pressure of 1.5 atm. When 9.0 g of another ideal gas B, non- reacting with A, is introduced in the same vessel pressure becomes 2.0 atm. What is the ratio between the average speeds of A and B at the same temperature?

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