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First Order Reaction

The ratio of ...

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The ratio of average speed of an O2 molecule to the RMS speed of N2 molecule at the same temperature is

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Q. The ratio of average speed of an oxygen molecule to the RMS speed of nitrogen molecule at the same temperature is:

Q. What is the ratio of mean speed of an

O_{2}

molecule to the rms speed of an

O_{2}

molecule at the same

T

?

R M S

O_{2}

molecule and that

H_{2}

molecule at a given temperature are in the ratio of:

Q. At identical temperatures, the rms speed of hydrogen molecules is

4

times that for oxygen molecules. In a mixture of these in mass ratio

H_{2} : O_{2} = 1 : 8

, the rms speed of all molecules is n times the rms speed of

O_{2}

, molecules, where n is

Q. Nitrogen gas is at

300^{\circ} C

temperature. The temperature (in

K

) at which the rms speed of a

H_{2}

molecules would be equal to the rms speed of a nitrogen molecule is_____. (Molar mass of

N_{2}

28 g

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