Show that the Vanderwaals equation is a cubic equation of state by expressing it as a function of molar volume of the form: f(A) = c3A³ + c2A²+ c1A+ c0= 0 where A is the molar volume. Find the value of the coefficients c1, c3 ,c2 & c0 for air at 223K and 50 atm.
The question belongs to Chemistry and it is about calculating Vanderwaals equation in a cubic equation of state by expressing it as a function. This has been discussed in the solution detail.
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