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Two components \( A \) and \( B \) form an ideal solution. The mole fractions of \( A \) and \( B \) in ideal solution 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 \( \frac{1}{Y_{A}} v s . \frac{1}{X_{A}} \) will be:
(a) \( \frac{P_{A}^{\circ}}{P_{B}^{\circ}}, \frac{P_{B}^{\circ}-P_{A}^{\circ}}{P_{B}^{\circ}} \)
(b) \( \frac{P_{B}^{\circ}}{P_{A}^{\circ}}, \frac{P_{A}^{\circ}-P_{B}^{\circ}}{P_{A}^{\circ}} \)
(c) \( \frac{P_{B}^{\circ}}{P_{A}^{\circ}}, \frac{P_{B}^{\circ}}{P_{B}^{\circ}-P_{A}^{\circ}} \)
(d) \( P_{A}^{\circ}-P_{B}^{\circ}, \frac{P_{A}^{\circ}}{P_{B}^{\circ}} \)
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