A solution containing `H^(+)` and `D^(+)` ions is in equilibrium with a mixture of `H_(2)` and `D_(2)` gases at `25^(@)C` . If the partial pressure of both the gases are `1.0` atm. The ration `[H^(+)]/[D^(+)]`.
Given, `E_(D^(+)//D)^(@) = -0.003 C, E_("cell") = 0.006 V` :

A solution containing H^(+) and D^(+) ions is in equilibrium with a mixture of H_(2) and D_(2) gases at 25^(@) C. If the partial pressures of both gases are 1.0 atm, find the ratio of [ D^(+) ] /[H^(+) ] : (Given : E_(D^(+)//D_(2)) =-0.003V]

A solution containing H^(+) and D^(+) ions is in equilibrium with a mioxture of H_(2) and D_(2) gases at 25^(@) C. If the partial pressures of both gases are 1.0 atm, find the ratio of [ D^(+) ] // [H^(+)] : (Given : E_(D^(+)//(D_(2)))^(@)=-0.003V ]

A solution containing H^(+) and D^(+) ions is in equilibrium with a mixture of H_(2) and D_(2) gases at 25^(@) C. If the partial pressures of both gases are 1.0 atm, find the ratio of [ H^(+) ] // [ D^(+) ] : (Given : E D^(+) /(D)=-0.003V and Ecell is =0.006V]

A solution containing H^(+) and D^(+) ions is equilibrium with a mixture of H_(2) and D_(2) gases at 25^(@)C . If the particle pressure of both the gases is 1.0 atm, find the value of log""([D^(+)])/([H^(+)]) . (Given : E_(D^(+)//D_(2))^(0) = -0.003V, (2.303 RT)/(F) = 0.0591 )

In a mixture of equal weights of H_(2) and He gases at pressure of "6" atm the partial pressure of helium is "

A container of 1 L capacity contains a mixture of 4 g of O_(2) and 2 g H_(2) at 0 .^(@)C . What will be the total pressure of the mixture ? (a) 50 . 42 atm (b) 25 . 21 atm (C) 15 . 2 atm (d) 12 . 5 atm

At 25^(@)C and 1 atm pressure, the partial pressure in equilibrium mixture of N_(2)O_(4) and NO_(2) , are 0.7 and 0.3 atm , respectively. Calculate the partial pressures of these gases when they are in equilibrium at 25^(@)C and a total pressure of 10 atm .

At 25^(@)C and 1 atm pressure, the partial pressure in equilibrium mixture of N_(2)O_(4) and NO_(2) , are 0.7 and 0.3 atm , respectively. Calculate the partial pressures of these gases when they are in equilibrium at 25^(@)C and a total pressure of 10 atm .

E_(H^(+)//H_(2))^(0)=0.00V, then E_(D^(+)//D_(2))^(0) at 25^(@)C will be

E_(H^(+)//H_(2))^(0)=0.00V, then E_(D^(+)//D_(2))^(0) at 25^(@)C will be