Answer : The expression for the fugacity coefficient
, for the mixture is, -0.3669.
Explanation : Given,
Fugacity coefficient of component 1 = 0.784
Fugacity coefficient of component 2 = 0.638
Mole fraction of component 1 = 0.4
First we have to calculate the mole fraction of component 2.
As we know that,


Now we have to calculate the expression for the fugacity coefficient
.
Expression used :

where,
= fugacity coefficient
= fugacity coefficient of component 1
= fugacity coefficient of component 2
= mole fraction of of component 1
= mole fraction of of component 2
Now put all the give values in the above expression, we get:


Therefore, the expression for the fugacity coefficient
, for the mixture is, -0.3669.