The RMS velocity of hydrogen is sqrt7 ti...

The RMS velocity of hydrogen is `sqrt7` times the RMS velocity of nitrogen. If T is the temperature of the gas

`T_(H_(2))=T_(N_(2))`

`T_(H_(2))gtT_(N_(2))`

`T_(H_(2)) lt T_(N_(2))`

`T_(H_(2))=sqrt(7)T_(N_(2))`

Text Solution

Verified by Experts

`sqrt((3RT_(H_(2)))/(2))=sqrt(7)sqrt((3RT_(N_(2)))/(28))`
`(T_(H_(2)))/(2)=7(T_(N_(2)))/(28)`
`T_(N_(2))=2T_(H_(2))`

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