With the help of fthermondynamic equation of state
`((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P`
Answer the following questions for a van der Waals' gas
`P=(nRT)/(V-nb)-(an^(2))/V^(2)`
` DeltaH` for the insothermal process from `(P_(1)V_(1)T)`to `(P_(2)V_(2)T)` to is :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Work done for the isothermal process from (P_(1)V_(1)T) to (P_(2)V_(2)T) is :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Heat transfer for the isonthermal process from (P_(1)V_(1)T) to (P_(2)V_(2)T) is :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Selectg the correct statements :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) ((delU)/(delV)) For the van der Waals' is :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Entropy change for van der Waals' gas going from (P_(1),V(1),T_(1)) to (P_(2),V_(2),T_(2)) will be :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Work done during the process if n moles of van der Waals' gas is subjrcted to reversible adiabatic expansion from (P_(1)V_(1)T_(1)) to (P_(2)V_(2)T_(2)) is :

With the help of fthermondynamic equation of state ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P Answer the following questions for a van der Waals' gas P=(nRT)/(V-nb)-(an^(2))/V^(2) Which of the following is true for van der Walls' gas involved in reversible adiabatic process ?

From the equation ((delU)/(delV))_(T)=T((delP)/(delT))_(V)-P . Prove that for ideal gas ((delU)/(delV))_(T)=0.