The plots of `(1)/(X_(A))vs.(1)/(Y_(A))` (where `X_(A)` and `Y_(A)` are the mole fraction of liquid `A` in liquid and vapour phase respectively) is linear with slope and intercept respctively are given as:

The plots of (1)/(X_(A))vs.(1)/(Y_(A)) (where X_(A) and Y_(A) are the mole fraction of liquid A in liquid and vapour phase respectively) is linear with slope and intercept respectively are given as: (a) (P_A^(@))/(P_B^(@)),(P_B^(@)-P_A^(@))/(P_B^(@)) (b) (P_B^(@))/(P_A^(@)),(P_A^(@)-P_B^(@))/(P_A^(@)) (c) (P_B^(@))/(P_A^(@)),(P_B^(@))/(P_B^@-P_A^(@)) (d) P_A^(@)-P_B^(@),(P_A^(@))/(P_B^(@))

The plots of 1/X_A vs, 1/Y_A (where X_A and Y_A are the mole fraction of liquid A in liquid and vapour phase respectively) is linear slope and intercepts respectively:

The plot of 1//x_(A) versus 1//y_(A) (where X_(A) and Y_(A) are the mole fraction of A in liquid and vapour phases, respectively ) is linear with slope and intercept respectively are given as (y-axis =1//y_(A) , x-axis =1//x_(A))

The plots of (1)/(X_(A)) ( on y- axis ) vs (1)/(Y_(A)) ( on x- axis) ( where X_(A) and Y_(A) are the mole fractions of liquid A in liquid and vapour phase respectively ) is linear with slpe and y- intercept respectively.

The plot of (1)/(Y_(A))" Vs "(1)/(x_(A))((1)/(Y_(A))" on y - axis") where A and B form a ideal solution. Y is mole fraction in vapour phase and X is mole fraction in liquid phase, is linear with slope and inercept respectively

The plot of (1)/(Y_(A))" Vs "(1)/(x_(A))((1)/(Y_(A))" on y - axis") where A and B form a ideal solution. Y is mole fraction in vapour phase and X is mole fraction in liquid phase, is linear with slope and inercept respectively

For an ideal binary liquid solution with P_(A)^@gtP_(B)^@x_(A) and y_(A) represent the mole fraction of A in liquid phase and vapour phase respectively whereas x_(B) and y_(B) represent the mole fraction of B inliquid phase and vapour phase respectively, therefore which of the following relation is correct?