Question: For three variables x,y, and z, write down the Euler triple product (cyclic) relation of partial derivatives. Derive the following relation [=V1(TV)p is the expansion

For three variables x,y, and z, write down the Euler triple

For three variables x,y, and z, write down the Euler triple product (cyclic) relation of partial derivatives. Derive the following relation [=V1(TV)p is the expansion coefficient ] : CpCV=V(T+p) [hint: you may expand Cp as (TU)p plus something, and try to work out both.]

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