N molecules of a gas have speeds 1, 2, 3.... N m/s respectively. The r

1.	N molecules of a gas have speeds 1, 2, 3.... N m/s respectively. The ratio of rms speed to average speed is (A)2N+1N+1(B)2(2N+1)V 3(N+1)(C)3(N+1)V 2(2N+1)(D)3(N+1)(2N+1)
Answer» ONG>ANSWER: The answer is a OPTION B

N molecules of a gas have speeds 1, 2, 3.... N m/s respectively. The ratio of rms speed to average speed is (A)2N+1N+1(B)2(2N+1)V 3(N+1)(C)3(N+1)V 2(2N+1)(D)3(N+1)(2N+1)

Answer» ONG>ANSWER:

The answer is a OPTION B

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N molecules of a gas have speeds 1, 2, 3.... N m/s respectively. The ratio of rms speed to average speed is (A)2N+1N+1(B)2(2N+1)V 3(N+1)(C)3(N+1)V 2(2N+1)(D)3(N+1)(2N+1)​

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N molecules of a gas have speeds 1, 2, 3.... N m/s respectively. The ratio of rms speed to average speed is (A)2N+1N+1(B)2(2N+1)V 3(N+1)(C)3(N+1)V 2(2N+1)(D)3(N+1)(2N+1)