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Non-Ideal Solutions

For an ideal ...

Question

For an ideal solution with $p_{A} > p_{B}$ , which of the following is true?

(x_{A})_{l i q} = (x_{B})_{v a p}

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(x_{A})_{l i q} > (x_{B})_{v a p}

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(x_{A})_{l i q} < (x_{B})_{v a p}

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(x_{A})_{l i q}

and

(x_{B})_{v a p}

do not bear any ralationship with each other

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Solution

The correct option is B $(x_{A})_{l i q} > (x_{B})_{v a p}$
we have,
$P_{A} = y_{A} * P_{t o t a l}$
and $P_{A} = P_{A}^{0} * x_{A}$
that means $y_{A}$ is directly propertional to $x_{A}$
so, if $p_{A} > p_{B}$ then $x_{A} > x_{B}$

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