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Prove: psi(x,y) = psi(x,y(x)) d{psi}/dx=delta{psi}/delta{x} + delta{psi}/delta{x}*dy/dx Where delta stands for the partial derivative symbol.
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Foiled again...!\[d{\psi}/dx=\delta{\psi}/\delta{x} + \delta{\psi}/\delta{y}*dy/dx\] Where delta stands for the partial derivative symbol
For the curious, this is at the level of differential equations.
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