If the ration of the masses of `SO_(3)` and `O_(2)` gases confined in a vessel is `1 : 1` , then the ratio of their partial pressure would be

What will be the ratio of number of molecules of a monoatomic and a diatomic gas in a vessel, if the ratio of their partial pressures is 5 : 3 ?

Equal masses of He, O_(2) and SO_(2) are taken in a closed container. The ratio of the partial pressures of gases He, O_(2) and SO_(2) would be

In what ratio by mass, the gases CO and 2 butene (C_4 H_8) be mixed in a vessel so that they cause same partial pressures ?

If 1 mole of H_(2) , 2 moles of O_(2) and 3 moles of N_(2) are mixed in a vessel and total pressure was found to be 12 atm then the partial pressure exerted by N_(2) in the vessel will be

A gaseous mixture of 2 moles of A, 3 moles of B, 5 moles of C and 10 moles of D is contained in a vessel. Assuming that gases are ideal and the partial pressure of C is 1.5 atm, total pressure is

Equal masses of SO_(2), CH_(4) and O_(2) are mixed in empty container at 298 K, when total pressure is 2atm . The partial pressure of CH_(4) in the mixture is