?For a particular binary liquid solution at constant T and P, the molar enthalpies of
Chapter 10, Problem 10.14(choose chapter or problem)
For a particular binary liquid solution at constant T and P, the molar enthalpies of mixtures are represented by the equation
\(H=x_{1}\left(a_{1}+b_{1} x_{1}\right)+x_{2}\left(a_{2}+b_{2} x_{2}\right)\)
where the \(a_{i} \text { and } b_{i}\) are constants. Because the equation has the form of Eq. (10.11), it might be that \(\bar{H}_{i}=a_{i}+b_{i} x_{i}\). Show whether this is true.
Text Transcription:
H = x_1(a_1 + b_1x_1) + x_2(a_2 + b_2x_2)
a_i and b_i
barH_i = a_i + b_ix_i
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