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

The RMS velocity of hydrogen is sqrt7 times the RMS velocity of nitrog

1.	The RMS velocity of hydrogen is sqrt7 times the RMS velocity of nitrogen. If T is the temperature of the gas
Answer» `T (H_2) = T (N_2)` `T (H_2) gt T (N_2)` `T. (H_2) lt T (N_2)` `T (H_2) = SQRT7 T (N_2)`. Solution :`U_(H_2)=SQRT((3RT_(H_2))/2) and U_(N_2)=sqrt((3RT_(N_2))/28)` `:. "" U_(H_2)/U_(N_2)=sqrt((T_(H_2)xx28)/(T_(N_2)xx2))=sqrt7` (GIVEN) `(T_(H_2)xx14)/(T_(N_2))=7` or `T_(H_2)=1/2 T_(N_2), i.e., T_(H_2)ltT_(N_2)`