A system consists of two types of gas molecules A and B having the same number density 2×1025 m−3. The diameter of A and B are 10 ˙A and 5 ˙A respectively. They suffer collision at room temperature. The ratio of average distance covered by the molecule A to that of B between two successive collision is ×10−2

A system consists of two types of gas molecules A and B having the sam

1.	A system consists of two types of gas molecules A and B having the same number density 2×1025 m−3. The diameter of A and B are 10 ˙A and 5 ˙A respectively. They suffer collision at room temperature. The ratio of average distance covered by the molecule A to that of B between two successive collision is ×10−2
Answer» A system consists of two types of gas molecules $A$ and $B$ having the same number density $2 \times 10^{25} m^{- 3}$ . The diameter of $A$ and $B$ are $10 ˙ A$ and $5 ˙ A$ respectively. They suffer collision at room temperature. The ratio of average distance covered by the molecule $A$ to that of $B$ between two successive collision is $\times 10^{- 2}$

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