At very high pressure, the van der Waals equation reduces toA. `PV=RT+Pb`B. `PV=(aRT)/(V^(2))`C. `P=(RT)/(V-b)`D. `PV=RT-(a)/(V)`

At very high pressure, the van der Waals equation reduces toA. `PV=RT+

1.	At very high pressure, the van der Waals equation reduces toA. `PV=RT+Pb`B. `PV=(aRT)/(V^(2))`C. `P=(RT)/(V-b)`D. `PV=RT-(a)/(V)`
Answer» `(P+(an^(2))/(V^(2)))(V-nb)=nRT`, at high pressure `P gt gt (an^(2))/(V^(2))`

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At very high pressure, the van der Waals equation reduces toA. `PV=RT+Pb`B. `PV=(aRT)/(V^(2))`C. `P=(RT)/(V-b)`D. `PV=RT-(a)/(V)`

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