Mole fraction of component `A` in vapour phase is `chi_(1)` and that of component `A` in liquid mixture is `chi_2`, then (`p_(A)^@`)= vapour pressure of pure A, `p_(B)^@` = vapour pressure of pure B), the total vapour pressure of liquid mixture is

The mole fraction of component A in vapour phase is y_1, and mole fraction of component A in liquid mixture is x_1 (P_A^@ "=vapour pressure of pure A, P"_B^@="vapour pressure of pure B"). Then total vapour pressure of the liquid mixture is

If x_1 and x_2 represent the mole fraction of a component A in the vapour phase and liquid mixture respectively and p_A^0 and p_B^0 represent vapours pressures of pure A and pure B, then total vapour pressure of the liquid mixture is

Two liquids A and B are mixed at temperature T in a certain ratio to form an idela solution. It is found that the partial vapoure pressure of A. i.e, P_(A) is equal to P_(B) . The vapoure pressure of B for the liquid mixture. Whatis the total vapour pressure of the liquid mixture in terms of P_(A)^(@) and P_(B)^(@) ?

The vapour pressure of a mixture of two volatile liquids is given by P_(M) = 4.0X_(A)+3.0 . Find the vapour pressure of pure B .

If P_(A) is the vapour pressure of a pure liquid A and the mole fraction of A in the mixture of two liquids A and B is x, the parial vapour pressure of A is: