At what temperature will most probable speed of the molecules of the second member of homologous series `C_(n)H_(2n-2)` be the same as that of `SO_(2)` at `527^(@)C`.

At what temperature will average speed of the molecules of the second member of the series C_(n)H_(2n) be the same to that of Cl_(2) at 627^(@)C ?

At what temperature will average speed of the molecules of the second member of the series C_(n)H_(2n) be the same to that of Cl_(2) at 627^(@)C ?

At what temperature will most probable speed of the molcules of the second number of alkyne series be the same as that of SO_(2) at 527^(@)C ?

Calculate The temperatures at which the molecules of the first two members of the homologous series C_(n)H_(2n+2) will have the same rms speed as CO_(2) gas has 770K .

The temperature at which most probable speed of CO molecules is twice that at 27^(@)C is :

The temperature at which the most probable speed of CO_(2) molecules be twice as that of 50^(@)C is: