A function is homogeneous of degree if for all and . If is also differentiable, show that I cant do it Help pleaseĦĦ

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Originally Posted by osodud A function is homogeneous of degree if for all and . If is also differentiable, show that I cant do it Help pleaseĦĦ Differentiate the equation partially with respect to t (keeping constant and using the chain rule), then put t=1.

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