Two components A and B form an ideal solution. The mole fraction of A and B in ideal solutions are $${{X}_{A}}$$ and $${{X}_{B}},$$ while that of in vapour phase, these components have their mole fractions as $${{Y}_{A}}$$ and $${{Y}_{B}}$$ then, the slope and intercept of plot of $$\frac{1}{{{Y}_{A}}}$$ us $$\frac{1}{{{X}_{A}}}$$ will be

Question

Two components A and B form an ideal solution. The mole fraction of A and B in ideal solutions are $${{X}_{A}}$$ and  $${{X}_{B}},$$ while that of in vapour phase, these components have their mole fractions as $${{Y}_{A}}$$ and $${{Y}_{B}}$$ then, the slope and intercept of plot of $$\frac{1}{{{Y}_{A}}}$$ us $$\frac{1}{{{X}_{A}}}$$ will be

TuteeHUB · Accepted Answer

$$\frac{p_{B}^{0}}{p_{A}^{0}},\frac{p_{A}^{0}+p_{B}^{0}}{p_{A}^{0}}$$

TuteeHUB · Answer

$$\frac{p_{B}^{0}}{p_{A}^{0}},\frac{p_{A}^{0}-p_{B}^{0}}{p_{A}^{0}}$$

TuteeHUB · Answer

$$\frac{p_{A}^{0}}{p_{B}^{0}},\frac{p_{A}^{0}+p_{B}^{0}}{p_{A}^{0}}$$

TuteeHUB · Answer

$$\frac{p_{A}^{0}}{p_{B}^{0}},\frac{p_{A}^{0}}{p_{A}^{0}-p_{B}^{0}}$$

1.	Two components A and B form an ideal solution. The mole fraction of A and B in ideal solutions are \[{{X}_{A}}\] and \[{{X}_{B}},\] while that of in vapour phase, these components have their mole fractions as \[{{Y}_{A}}\] and \[{{Y}_{B}}\] then, the slope and intercept of plot of \[\frac{1}{{{Y}_{A}}}\] us \[\frac{1}{{{X}_{A}}}\] will be
A.	\[\frac{p_{B}^{0}}{p_{A}^{0}},\frac{p_{A}^{0}-p_{B}^{0}}{p_{A}^{0}}\]
B.	\[\frac{p_{B}^{0}}{p_{A}^{0}},\frac{p_{A}^{0}+p_{B}^{0}}{p_{A}^{0}}\]
C.	\[\frac{p_{A}^{0}}{p_{B}^{0}},\frac{p_{A}^{0}+p_{B}^{0}}{p_{A}^{0}}\]
D.	\[\frac{p_{A}^{0}}{p_{B}^{0}},\frac{p_{A}^{0}}{p_{A}^{0}-p_{B}^{0}}\]
Answer» B. \[\frac{p_{B}^{0}}{p_{A}^{0}},\frac{p_{A}^{0}+p_{B}^{0}}{p_{A}^{0}}\]

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