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The question is:

a) Find explicit expressions for an ideal gas for the partial derivatives:

(∂P/T)

b) use the results from a) to evaluate the product

(∂P/V)

c) Express the definitions of

My problem is I don't fully understand what these partial derivatives are actually describing to set up expression for them.

a) Find explicit expressions for an ideal gas for the partial derivatives:

(∂P/T)

_{T}, (∂V/∂T)_{P}and (∂T/∂P)_{V}b) use the results from a) to evaluate the product

(∂P/V)

_{T}*(∂V/∂T)_{P}*(∂T/∂P)_{V}c) Express the definitions of

_{V}(T,P) K_{T}(T,P)an B_{T}(T,V) in terms of the indicated independent variables, where each property depends on only two independent variables.My problem is I don't fully understand what these partial derivatives are actually describing to set up expression for them.

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